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References

Published online by Cambridge University Press:  31 October 2024

Changying Zhao
Affiliation:
Shanghai Jiao Tong University, China
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Thermal Radiation
From Macro to Nano
, pp. 421 - 490
Publisher: Cambridge University Press
Print publication year: 2024

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References

Schwinger, J, DeRaad, LL, Milton, K, Wy, Tsai. Classical electrodynamics. Westview Press; 1998.Google Scholar
Einstein, A. Über einen die Erzeugung und Verwandlung des Lichtes betreffenden heuristischen Gesichtspunkt. Annalen der Physik. 1905;322(6):132–148.Google Scholar
French, AP, Taylor, EF. An introduction to quantum physics. Routledge; 2018.Google Scholar
Holman, JP. Heat transfer. McGraw Hill Higher Education; 2010.Google Scholar
Incropera, FP, Dewitt, DP, Bergman, TL, Lavine, AS, India, W. Principles of heat and mass transfer, ISV. John Wiley & Sons; 2003.Google Scholar
Zhang, ZM. Nano/microscale heat transfer. Springer Nature; 2020.Google Scholar
Howell, JR, Mengüç, MP, Daun, K, Siegel, R. Thermal radiation heat transfer. CRC Press; 2020.Google Scholar
Matsumi, Y, Kawasaki, M. Photolysis of atmospheric ozone in the ultraviolet region. Chemical Reviews. 2003;103(12):4767–4782.Google Scholar
Marin, O, Buckius, R. A simplified wide band model of the cumulative distribution function for carbon dioxide. International Journal of Heat and Mass Transfer. 1998;41(23):3881–3897.Google Scholar
Marin, O, Buckius, R. A simplified wide band model of the cumulative distribution function for water vapor. International Journal of Heat and Mass Transfer. 1998;41(19):2877–2892.Google Scholar
Dunkle, R. Geometric mean beam lengths for radiant heat-transfer calculations. ASME Journal of Heat and Mass Transfer. 1864;86(1):75–80.Google Scholar
Eckert, E, Pfender, E. Heat and mass transfer in porous media with phase change. In: International Heat Transfer Conference Digital Library. Begel House Inc.; 1978. pp. 1–12.Google Scholar
Hottel, HC. Radiant heat transmission. WH McAdams Heat Transmission; 1954.Google Scholar
Johnson, FS. The solar constant. Journal of Atmospheric Sciences. 1954;11(6):431–439.Google Scholar
Bergman, TL, Bergman, TL, Incropera, FP, Dewitt, DP, Lavine, AS. Fundamentals of heat and mass transfer. John Wiley & Sons; 2011.Google Scholar
Ossipov, P. The angular coefficient method for calculating the stationary molecular gas flow for arbitrary reflection law. Vacuum. 1997;48(5):409–412.Google Scholar
Howell, JR. A catalog of radiation heat transfer configuration factors. www.thermalradiation.net/intro.html. 2010.Google Scholar
Hamilton, DC. Radiant interchange configuration factors. Purdue University; 1949.Google Scholar
Martinek, J, Weimer, AW. Evaluation of finite volume solutions for radiative heat transfer in a closed cavity solar receiver for high temperature solar thermal processes. International Journal of Heat and Mass Transfer. 2013;58(1–2): 585–596.Google Scholar
Oppenheim, A. Radiation analysis by the network method. Transactions of the American Society of Mechanical Engineers. 1956;78(4):725–735.Google Scholar
Chai, JC, Lee, HS, Patankar, SV. Finite volume method for radiation heat transfer. Journal of Thermophysics and Heat Transfer. 1994;8(3):419–425.Google Scholar
Sarkar, A, Mahapatra, SK. Role of surface radiation on the functionality of thermoelectric cooler with heat sink. Applied Thermal Engineering. 2014;69 (1–2):39–45.Google Scholar
Smith, G. Radiation efficiency of electrically small multiturn loop antennas. IEEE Transactions on Antennas and Propagation. 1972;20(5):656–657.Google Scholar
Halama, H. Effects of radiation on surface resistance of superconducting niobium cavity. Applied Physics Letters. 1971;19(4):90–91.Google Scholar
Luan, ZJ, Zhang, GM, Tian, MC, Fan, MX. Flow resistance and heat transfer characteristics of a new-type plate heat exchanger. Journal of Hydrodynamics. 2008;20(4):524–529.Google Scholar
Gori, V, Marincioni, V, Biddulph, P, Elwell, CA. Inferring the thermal resistance and effective thermal mass distribution of a wall from in situ measurements to characterise heat transfer at both the interior and exterior surfaces. Energy and Buildings. 2017;135:398–409.Google Scholar
Halbritter, J. On surface resistance of superconductors. Zeitschrift für Physik. 1974;266(3):209–217.Google Scholar
Jang, C, Kim, J, Song, TH. Combined heat transfer of radiation and conduction in stacked radiation shields for vacuum insulation panels. Energy and Buildings. 2011;43(12):3343–3352.Google Scholar
Wang, Q, Li, J, Yang, H, Su, K, Hu, M, Pei, G. Performance analysis on a hightemperature solar evacuated receiver with an inner radiation shield. Energy. 2017;139:447–458.Google Scholar
Rinker, G, Solomon, L, Qiu, S. Optimal placement of radiation shields in the displacer of a Stirling engine. Applied Thermal Engineering. 2018;144:65–70.Google Scholar
Wang, Q, Yang, H, Zhong, S, Huang, Y, Hu, M, Cao, J, et al. Comprehensive experimental testing and analysis on parabolic trough solar receiver integrated with radiation shield. Applied Energy. 2020;268:115004.Google Scholar
Rayleigh, L. On the electromagnetic theory of light. The London, Edinburgh, and Dublin Philosophical Magazine and Journal of Science. 1881;12(73):81–101.Google Scholar
Videnskab Selskab Skrifter, Lorenz L.. Kongelige Danske Videnskabernes Selskab; 1890.Google Scholar
Mie, G. Beiträge zur Optik trüber Medien, speziell kolloidaler Metallösungen. Annalen der physik. 1908;330(3):377–445.Google Scholar
Debye, P. Der Lichtdruck auf Kugeln von beliebigem Material. Annalen der Physik. 1909;30(1):157–136.Google Scholar
Kerker, M. The scattering of light and other electromagnetic radiation: Physical chemistry: A series of monographs. vol. 16. Academic Press; 2013.Google Scholar
Deirmendjian, D. Electromagnetic scattering on spherical polydispersions. RAND Corporation; 1969.Google Scholar
Bohren, CF, Huffman, DR. Absorption and scattering of light by small particles. John Wiley & Sons; 2008.Google Scholar
Bi, L, Yang, P. High-frequency extinction efficiencies of spheroids: Rigorous T-matrix solutions and semi-empirical approximations. Optics Express. 2014;22(9):10270–10293.Google Scholar
Haiducek, J. Experimental Validation Techniques for the HELEEOS Off-Axis Laser Propagation Model. Theses and Dissertations. 2010.Google Scholar
Kumar, S, Mitra, K. Microscale aspects of thermal radiation transport and laser applications. vol. 33 of Advances in Heat Transfer. Elsevier; 1999. pp. 187–294.Google Scholar
Hartung, LC, Mitcheltree, RA, Gnoffo, PA. Stagnation point nonequilibrium radiative heating and the influence of energy exchange models. Journal of Thermophysics and Heat Transfer. 1992;6(3):412–418.Google Scholar
Pomraning, GC. The equations of radiation hydrodynamics. Courier Corporation; 2005.Google Scholar
Abdallah, PB, Le Dez, V. Thermal emission of a semi-transparent slab with variable spatial refractive index. Journal of Quantitative Spectroscopy and Radiative Transfer. 2000;67(3):185–198.Google Scholar
Abdallah, PB, Le Dez, V. Temperature field inside an absorbing–emitting semitransparent slab at radiative equilibrium with variable spatial refractive index. Journal of Quantitative Spectroscopy and Radiative Transfer. 2000;65(4): 595–608.Google Scholar
Wu, CY, Hou, MF. Integral equation solutions based on exact ray paths for radiative transfer in a participating medium with formulated refractive index. International Journal of Heat and Mass Transfer. 2012;55(23–24):6600–6608.Google Scholar
Zhao, J, Tan, J, Liu, L. On the derivation of vector radiative transfer equation for polarized radiative transport in graded index media. Journal of Quantitative Spectroscopy and Radiative Transfer. 2012;113(3):239–250.Google Scholar
Modest, MF. Fundamentals of thermal radiation. In: Radiative heat transfer; 2003. Academic Press. pp. 1–29.Google Scholar
Viskanta, R, Mengüç, MP. Radiation heat transfer in combustion systems. Progress in Energy and Combustion Science. 1987;13(2):97–160.Google Scholar
Ruan, LM, Tan, HP, Yan, YY. A Monte Carlo (MC) method applied to the medium with nongray absorbing-emitting-anisotropic scattering particles and gray approximation. Numerical Heat Transfer; Part A: Applications. 2002;42(3):253–268.Google Scholar
Wang, A, Modest, MF. Spectral Monte Carlo models for nongray radiation analyses in inhomogeneous participating media. International Journal of Heat and Mass Transfer. 2007;50(19):3877–3889.Google Scholar
Guihua, W, Huaichun, Z, Qiang, C, Zhichao, W. Equation-solving DRESOR method for radiative transfer in an absorbing-emitting and isotropically scattering slab with diffuse boundaries. Journal of Heat Transfer. 2012;134(12):122702.Google Scholar
MacRobert, TM. Spherical harmonics. vol. 98. 3rd ed. Pergamon Press; 1967.Google Scholar
Derby, JJ, Brandon, S, Salinger, AG. The diffusion and P1 approximations for modeling buoyant flow of an optically thick fluid. International Journal of Heat and Mass Transfer. 1998;41(11):1405–1415.Google Scholar
Mark, J. The spherical harmonics method, Part I. Atomic Energy Report No MT. 1944;92.Google Scholar
Truelove, JS. Discrete-ordinate solutions of the radiation transport equation. Journal of Heat Transfer. 1987;109(4):1048–1051.Google Scholar
Fiveland, WA. Selection of discrete ordinate quadrature sets for anisotropic scattering. Fundamentals of Radiation Heat Transfer. American Society of Mechanical Engineers, Heat Transfer Division. 1991. Vol. 160, pp. 89–96.Google Scholar
Fiveland, WA. Discrete ordinate methods for radiative heat transfer in isotropically and anisotropically scattering media. Journal of Heat Transfer. 1987;109(3):809–812.Google Scholar
Da Graça Carvalho, M, Farias, T, Fontes, P. Multidimensional modeling of radiative heat transfer in scattering media. Journal of Heat Transfer. 1993;115(2):486–489.Google Scholar
Kuo, DC, Morales, JC, Ball, KS. Combined natural convection and volumetric radiation in a horizontal annulus: Spectral and finite volume predictions. Journal of Heat Transfer. 1999;121(3):610–615.Google Scholar
Farmer, JT, Howell, JR. Comparison of Monte Carlo strategies for radiative transfer in participating media. In: Advances in heat transfer. vol. 31; 1998.pp. 333–429.Google Scholar
Walters, DV, Buckius, RO. Monte Carlo methods for radiative heat transfer in scattering media. Annual Review of Heat Transfer. 2013;5(5):131–176.Google Scholar
Modest, MF. The Monte Carlo method applied to gases with spectral line structure. Numerical Heat Transfer, Part B: Fundamentals. 1992;22(3):273–284.Google Scholar
Bevilacqua, F, Piguet, D, Marquet, P, Gross, JD, Tromberg, BJ, Depeursinge, C. In vivo local determination of tissue optical properties: Applications to human brain. Applied Optics. 1999;38(22):4939.Google Scholar
Palmer, GM, Ramanujam, N. Monte Carlo-based inverse model for calculating tissue optical properties. Part I: Theory and validation on synthetic phantoms. Applied Optics. 2006;45(5):1062–1071.Google Scholar
Hayakawa, CK, Spanier, J, Bevilacqua, F, Dunn, AK, You, JS, Tromberg, BJ, et al. Perturbation Monte Carlo methods to solve inverse photon migration problems in heterogeneous tissues. Optics Letters. 2001;26(17):1335.Google Scholar
Alerstam, E, Andersson-Engels, S, Svensson, T. White Monte Carlo for timeresolved photon migration. Journal of Biomedical Optics. 2008;13(4):041304.Google Scholar
Alerstam, E, Andersson-Engels, S, Svensson, T. Improved accuracy in timeresolved diffuse reflectance spectroscopy. Optics Express. 2008;16(14):10440.Google Scholar
Svensson, T, Alerstam, E, Einarsdóttír, M, Svanberg, K, Andersson-Engels, S. Towards accurate in vivo spectroscopy of the human prostate. Journal of Biophotonics. 2008;1(3):200–203.Google Scholar
Wang, L, Jacques, SL, Zheng, L. MCML-Monte Carlo modeling of light transport in multi-layered tissues. Computer Methods and Programs in Biomedicine. 1995;47(2):131–146.Google Scholar
Zołek, NS, Liebert, A, Maniewski, R. Optimization of the Monte Carlo code for modeling of photon migration in tissue. Computer Methods and Programs in Biomedicine. 2006;84(1):50–57.Google Scholar
Bianchi, S, Ferrara, A, Giovanardi, C. Monte Carlo simulations of dusty spiral galaxies: Extinction and polarization properties. The Astrophysical Journal. 1996;465:127.Google Scholar
Kattawar, GW, Adams, CN. Stokes vector calculations of the submarine light field in an atmosphere-ocean with scattering according to a Rayleigh phase matrix: Effect of interface refractive index on radiance and polarization. Limnology and Oceanography. 1989;34(8):1453–1472.Google Scholar
Wang, X, Wang, LV. Propagation of polarized light in birefringent turbid media: A Monte Carlo study. Journal of Biomedical Optics. 2002;7(3):279.Google Scholar
Ambirajan, A, Look, DC. A backward Monte Carlo study of the multiple scattering of a polarized laser beam. Journal of Quantitative Spectroscopy and Radiative Transfer. 1997;58(2):171–192.Google Scholar
Martinez, AS, Maynard, R. Polarization statistics in multiple scattering of light: A Monte Carlo approach; 1993. pp. 99–114.Google Scholar
Bartel, S, Hielscher, AH. Monte Carlo simulations of the diffuse backscattering Mueller matrix for highly scattering media. Applied Optics. 2000;39(10):1580.Google Scholar
Cameron, BD, Raković, MJ, Mehrübeoǧlu, M, Kattawar, GW, Rastegar, S, Wang, LV, et al. Measurement and calculation of the two-dimensional backscattering Mueller matrix of a turbid medium: Errata. Optics Letters. 1998;23(20):1630.Google Scholar
Côté, D, Vitkin, IA. Robust concentration determination of optically active molecules in turbid media with validated three-dimensional polarization sensitive Monte Carlo calculations. Optics Express. 2005;13(1):148.Google Scholar
Raković, MJ, Kattawar, GW, Mehrűbeoğlu, M, Cameron, BD, Wang, LV, Rastegar, S, et al. Light backscattering polarization patterns from turbid media: Theory and experiment. Applied Optics. 1999;38(15):3399.Google Scholar
Tynes, HH, Kattawar, GW, Zege, EP, Katsev, IL, Prikhach, AS, Chaikovskaya, LI. Monte Carlo and multicomponent approximation methods for vector radiative transfer by use of effective Mueller matrix calculations. Applied Optics. 2001;40(3):400.Google Scholar
Kaplan, B, Ledanois, G, Drévillon, B. Mueller matrix of dense polystyrene latex sphere suspensions: Measurements and Monte Carlo simulation. Applied Optics. 2001;40(16):2769.Google Scholar
Lux, I, Koblinger, L. Monte Carlo particle transport methods: Neutron and photon calculations; 2018.Google Scholar
Xu, M. Electric field Monte Carlo simulation of polarized light propagation in turbid media. Optics Express. 2004;12(26):6530.Google Scholar
Cherkaoui, M, Dufresne, JL, Fournier, R, Grandpeix, JY, Lahellec, A. Monte Carlo simulation of radiation in gases with a narrow-band model and a net-exchange formulation. Journal of Heat Transfer. 1996;118(2):401–407.Google Scholar
Cherkaoui, M, Dufresne, JL, Fournier, R, Grandpeix, JY, Lahellec, A. Radiative net exchange formulation within one-dimensional gas enclosures with reflective surfaces; 1998.Google Scholar
Tessé, L, Dupoirieux, F, Zamuner, B, Taine, J. Radiative transfer in real gases using reciprocal and forward Monte Carlo methods and a correlated-k approach. International Journal of Heat and Mass Transfer. 2002;45(13):2797–2814.Google Scholar
Dupoirieux, F, Tessé, L, Avila, S, Taine, J. An optimized reciprocity Monte Carlo method for the calculation of radiative transfer in media of various optical thicknesses. International Journal of Heat and Mass Transfer. 2006;49(7–8): 1310–1319.Google Scholar
Tessé, L, Dupoirieux, F, Taine, J. Monte Carlo modeling of radiative transfer in a turbulent sooty flame. International Journal of Heat and Mass Transfer. 2004;47(3):555–572.Google Scholar
Sun, HF, Sun, FX, Xia, XL. Bidirectionally weighted Monte Carlo method for radiation transfer in the participating media. Numerical Heat Transfer, Part B: Fundamentals. 2017;71(2):202–215.Google Scholar
Soucasse, L, Rivière, P, Soufiani, A. Monte Carlo methods for radiative transfer in quasi-isothermal participating media. Journal of Quantitative Spectroscopy and Radiative Transfer. 2013;128:34–42.Google Scholar
Niederreiter, H. Random Number generation and Quasi-Monte Carlo methods; 1992.Google Scholar
Sobol, IM. Uniformly distributed sequences with an additional uniform property. USSR Computational Mathematics and Mathematical Physics. 1976;16(5): 236–242.Google Scholar
Halton, JH. On the efficiency of certain quasi-random sequences of points in evaluating multi-dimensional integrals. Numerische Mathematik. 1960;2(1): 84–90.Google Scholar
Wang, F, Liu, D, fa Cen K, hua Yan J, xing Huang Q, Chi Y. Efficient inverse radiation analysis of temperature distribution in participating medium based on backward Monte Carlo method. Journal of Quantitative Spectroscopy and Radiative Transfer. 2008;109(12–13):2171–2181.Google Scholar
Jeans, JH. The equations of radiative transfer of energy. Monthly Notices of the Royal Astronomical Society. 1917;78(1):28–36.Google Scholar
Gelbard, EM. Simplified spherical harmonics equations and their use in shielding problems. Technical Report WAPD-T-1182. 1961.Google Scholar
Bayazitoğlu, Y, Higenyi, J. Higher-order differential equations of radiative transfer: P3 approximation. AIAA Journal. 1979;17(4):424–431.Google Scholar
Ravishankar, M, Mazumder, S, Sankar, M. Application of the modified differential approximation for radiative transfer to arbitrary geometry. Journal of Quantitative Spectroscopy and Radiative Transfer. 2010;111(14):2052–2069.Google Scholar
Wu, CY, Ou, NR. Transient two-dimensional radiative and conductive heat transfer in a scattering medium. International Journal of Heat and Mass Transfer. 1994;37(17):2675–2686.Google Scholar
Pal, G, Modest, MF. Advanced differential approximation formulation of the PN method for radiative transfer. Journal of Heat Transfer. 2015;137(7);072701.Google Scholar
Gerardin, J, Seiler, N, Ruyer, P, Trovalet, L, Boulet, P. P1 approximation, MDA and IDA for the simulation of radiative transfer in a 3D geometry for an absorbing scattering medium. Journal of Quantitative Spectroscopy and Radiative Transfer. 2012;113(2):140–149.Google Scholar
Chandrasekhar, S. Radiative transfer. Dover Publications Inc.; 1960.Google Scholar
Lee, CE. The discrete Sn approximation to transport theory. Technical Information Series Report LA. 1962;2595.Google Scholar
Charest, MRJ, Groth, CPT, Gülder, ÖL. Solution of the equation of radiative transfer using a Newton-Krylov approach and adaptive mesh refinement. Journal of Computational Physics. 2012;231(8):3023–3040.Google Scholar
Coelho, PJ. Modified discrete ordinates and finite volume methods. In: Thermopedia. Begel House Inc.; 2012.Google Scholar
Zhou, HC, Cheng, Q, Huang, ZF, He, C. The influence of anisotropic scattering on the radiative intensity in a gray, plane-parallel medium calculated by the DRESOR method. Journal of Quantitative Spectroscopy and Radiative Transfer. 2007;104(1):99–115.Google Scholar
Thurgood, C, Pollard, A, Rubini, P. Development of TN quadrature sets and heart solution method for calculating radiative heat transfer. International Symposium on Steel Reheat Furnace Technology, Hamilton; 1990.Google Scholar
Asllanaj, F, Fumeron, S. Modified finite volume method applied to radiative transfer in 2D complex geometries and graded index media. Journal of Quantitative Spectroscopy and Radiative Transfer. 2010;111(2):274–279.Google Scholar
Chai, JC, Lee, HS, Patankar, SV. Finite volume method for radiation heat transfer. Advances in Numerical Heat Transfer. 2000;2:109–141.Google Scholar
Coelho, PJ. Advances in the discrete ordinates and finite volume methods for the solution of radiative heat transfer problems in participating media; 2014.Google Scholar
Jeandel, G, Boulet, P, Morlot, G. Radiative transfer through a medium of silica fibres oriented in parallel planes. International Journal of Heat and Mass Transfer. 1993;36(2):531–536.Google Scholar
Argento, C, Bouvard, D. A ray tracing method for evaluating the radiative heat transfer in porous media. International Journal of Heat and Mass Transfer. 1996;39(15):3175–3180.Google Scholar
Siegel, R, Spuckler, CM. Approximate solution methods for spectral radiative transfer in high refractive index layers. International Journal of Heat and Mass Transfer. 1994;37(SUPPL. 1):403–413.Google Scholar
Spuckler, CM, Siegel, R. Two-flux and diffusion methods for radiative transfer in composite layers. Journal of Heat Transfer. 1996;118(1):218–222.Google Scholar
Tremante, A, Malpica, F. Analysis of the temperature profile of ceramic composite materials exposed to combined conduction–radiation between concentric cylinders. Journal of Engineering for Gas Turbines and Power. 1998 04;120(2): 271–275.Google Scholar
Dembele, S, Wen, JX, Sacadura, JF. Analysis of the two-flux model for predicting water spray transmittance in fire protection application. Journal of Heat Transfer. 2000;122(1):183–186.Google Scholar
Chu, CM. Numerical solution of problems in multiple scattering of electromagnetic radiation. Journal of Physical Chemistry. 1955;59(9):855–863.Google Scholar
Chin, JH, Anisotropic, Churchill SW., multiply scattered radiation from an arbitrary, cylindrical source in an infinite slab. Journal of Heat Transfer. 1965;87(2):167–172.Google Scholar
Daniel, KJ, Laurendeau, NM, Incropera, FP. Prediction of radiation absorption and scattering in turbid water bodies. Journal of Heat Transfer. 1979;101(1): 63–67.Google Scholar
Sasse, C, Koenigsdorff, R, Frank, S. Evaluation of an improved hybrid sixflux/zone model for radiative transfer in rectangular enclosures. International Journal of Heat and Mass Transfer. 1995;38(18):3423–3431.Google Scholar
Keramida, EP, Liakos, HH, Founti, MA, Boudouvis, AG, Markatos, NC. Radiative heat transfer in natural gas-fired furnaces. International Journal of Heat and Mass Transfer. 2000;43(10):1801–1809.Google Scholar
Cumber, PS. Improvements to the discrete transfer method of calculating radiative heat transfer. International Journal of Heat and Mass Transfer. 1995;38(12):2251–2258.Google Scholar
Cumber, PS. Application of adaptive quadrature to fire radiation modeling. Journal of Heat Transfer. 1999;121(1):203–205.Google Scholar
Coelho, PJ, Carvalho, MG. A conservative formulation of the discrete transfer method. Journal of Heat Transfer. 1997;119(1):118–128.Google Scholar
Versteeg, HK, Henson, JC, Malalasekera, W. Approximation errors in the heat flux integral of the discrete transfer method, part 1: Transparent media. Numerical Heat Transfer, Part B: Fundamentals. 1999;36(4):387–407.Google Scholar
Versteeg, HK, Henson, JC, Malalasekera, W. Approximation errors in the heat flux integral of the discrete transfer method, part 2: Participating media. Numerical Heat Transfer, Part B: Fundamentals. 1999;36(4):409–432.Google Scholar
Malalasekera, WMG, James, EH. Radiative heat transfer calculations in threedimensional complex geometries. Journal of Heat Transfer. 1996;118(1):228.Google Scholar
Henson, JC, Malalasekera, WMG. Comparison of the discrete transfer and monte carlo methods for radiative heat transfer in three-dimensional nonhomogeneous scattering media. Numerical Heat Transfer; Part A: Applications. 1997;32(1): 19–36.Google Scholar
Bressloff, NW, Moss, JB, Rubini, PA. CFD prediction of coupled radiation heat transfer and soot production in turbulent flames. Symposium (International) on Combustion. 1996;26(2):2379–2386.Google Scholar
Tan, ZM, Hsu, PF, Wu, SH, Wu, CY. Modified YIX method and pseudoadaptive angular quadrature for ray effects mitigation. Journal of Thermophysics and Heat Transfer. 2000;14(3):289–296.Google Scholar
Zhou, HC, Chen, DL, Cheng, Q. A new way to calculate radiative intensity and solve radiative transfer equation through using the Monte Carlo method. Journal of Quantitative Spectroscopy and Radiative Transfer. 2004;83(3–4):459–481.Google Scholar
Cheng, Q, Zhou, HC. The DRESOR method for a collimated irradiation on an isotropically scattering layer. Journal of Heat Transfer. 2007;129(5):634–645.Google Scholar
Cheng, Q, Zhang, X, Huang, Z, Wang, Z, Zhou, H. The DRESOR method for radiative heat transfer in semitransparent graded index cylindrical medium. Journal of Quantitative Spectroscopy and Radiative Transfer. 2014;143:16–24.Google Scholar
Zheng, S, Qi, C, Huang, Z, Zhou, H. Non-gray radiation study of gas and soot mixtures in one-dimensional planar layer by DRESOR. Journal of Quantitative Spectroscopy and Radiative Transfer. 2018;217:425–431.Google Scholar
Alpaydin, E. Machine learning: The new AI. MIT Press; 2016.Google Scholar
Voyant, C, Notton, G, Kalogirou, S, Nivet, ML, Paoli, C, Motte, F, et al. Machine learning methods for solar radiation forecasting: A review. Renewable Energy. 2017;105:569–582.Google Scholar
Gurney, K. An introduction to neural networks. CRC Press; 2018.Google Scholar
Deo, RC, Ghorbani, MA, Samadianfard, S, Maraseni, T, Bilgili, M, Biazar, M. Multi-layer perceptron hybrid model integrated with the firefly optimizer algorithm for windspeed prediction of target site using a limited set of neighboring reference station data. Renewable Energy. 2018;116:309–323.Google Scholar
Ren, T, Modest, MF, Fateev, A, Sutton, G, Zhao, W, Rusu, F. Machine learning applied to retrieval of temperature and concentration distributions from infrared emission measurements. Applied Energy. 2019;252:113448.Google Scholar
Mockus, J. Bayesian approach to global optimization: Theory and applications. vol. 37. Springer Science & Business Media; 2012.Google Scholar
Sutton, G, Fateev, A, Rodríguez-Conejo, MA, Meléndez, J, Guarnizo, G. Validation of emission spectroscopy gas temperature measurements using a standard flame traceable to the International Temperature Scale of 1990 (ITS-90). International Journal of Thermophysics. 2019;40(11):1–36.Google Scholar
Nicodemus, FE. Reflectance nomenclature and directional reflectance and emissivity. Applied Optics. 1970;9 6:1474–1475.Google Scholar
Kale, BM, Broome, BG. In SITU Bidirectional Reflectance Distribution Function (BRDF) measurement facility. In: Photonics West – Lasers and Applications in Science and Engineering; 1979.Google Scholar
Bartell, FO, Dereniak, EL, Wolfe, WL. The theory and measurement of Bidirectional Reflectance Distribution Function (BRDF) and Bidirectional Transmittance Distribution Function (BTDF). In: Other Conferences; 1981.Google Scholar
Lee, WW, Scherr, LM, Barsh, MK. Stray light analysis and suppression in small angle BRDF/BTDF measurement. In: Optics & Photonics; 1987.Google Scholar
Zaworski, JR, Welty, JR, Drost, MK. Measurement and use of bi-directional reflectance. International Journal of Heat and Mass Transfer. 1996;39:1149–1156.Google Scholar
Johnson, JR, Grundy, WM, Shepard, MK. Visible/near-infrared spectrogoniometric observations and modeling of dust-coated rocks. Icarus. 2004;171:546–556.Google Scholar
Li, H, Foo, SC, Torrance, KE, Westin, SH. Automated three-axis gonioreflectometer for computer graphics applications. In: SPIE Optics + Photonics; 2005.Google Scholar
Yang, P, Zhang, ZM. Bidirectional reflection of semitransparent polytetrafluoroethylene (PTFE) sheets on a silver film. International Journal of Heat and Mass Transfer. 2020;148:118992.Google Scholar
Xie, Y, Tan, J, Jing, L, Zhang, W, Lai, Q. Investigating directional reflection characteristics of anisotropic machined surfaces using a self-designed scatterometer. Applied Optics. 2019;58(29):7970–7980.Google Scholar
Jeong, SY, Chen, C, Ranjan, D, Loutzenhiser, PG, Zhang, ZM. Measurements of scattering and absorption properties of submillimeter bauxite and silica particles. Journal of Quantitative Spectroscopy and Radiative Transfer. 2021;276:107923.Google Scholar
Ferraro, JR, Basile, LJ. Fourier transform infrared spectroscopy: Applications to chemical systems; 1978.Google Scholar
Quintás, G, Lendl, B, Garrigues, S, de la Guardia, M. Univariate method for background correction in liquid chromatography-Fourier transform infrared spectrometry. Journal of Chromatography A. 2008;1190(1–2):102–109.Google Scholar
Ylmén, R, Jäglid, U. Carbonation of Portland cement studied by diffuse reflection Fourier transform infrared spectroscopy. International Journal of Concrete Structures and Materials. 2013;7:119–125.Google Scholar
Maier, SA. Plasmonics: fundamentals and applications. Vol. 1. Springer; 2007.Google Scholar
Michelson, AA, Morley, EW. On the relative motion of the Earth and the luminiferous ether. American Journal of Science. 1887;34:333–345.Google Scholar
Griffiths PR. Fourier transform infrared spectrometry. Science. 1983;222 4621:297–302.Google Scholar
Lochbaum, A, Fedoryshyn, Y, Dorodnyy, A, Koch, U, Hafner, C, Leuthold, J. Onchip narrowband thermal emitter for Mid-IR optical gas sensing. ACS Photonics. 2017;4:1371–1380.Google Scholar
Song, X, Dong, W, Yuan, Z, Lu, X, Li, Z, Duanmu, Q. Investigation of the linearity of the NIM FTIR infrared spectral emissivity measurement facility by means of flux superposition method. Infrared Physics & Technology. 2020;109:103416.Google Scholar
Pedrotti, FL, Pedrotti, LS, Pedrotti, LM. Introduction to optics; 2017.Google Scholar
Fujiwara, H. Spectroscopic ellipsometry: Principles and applications; 2007.Google Scholar
Schöche, S, Hofmann, T, Korlacki, R, Tiwald, TE, Schubert, M. Infrared dielectric anisotropy and phonon modes of rutile TiO2. Journal of Applied Physics. 2013;113:164102.Google Scholar
Hajduk, B, Bednarski, H, Trzebicka, B. Temperature-dependent spectroscopic ellipsometry of thin polymer films. The Journal of Physical Chemistry B. 2020;124:3229–3251.Google Scholar
He, J, Jiang, W, Zhu, X, Zhang, R, Wang, J, Zhu, M, et al. Optical properties of thickness-controlled PtSe2 thin films studied via spectroscopic ellipsometry. Physical Chemistry Chemical Physics : PCCP. 2020;22:26383–26389.Google Scholar
Richter, S, Rebarz, M, Herrfurth, O, Espinoza, S, Schmidt-Grund, R, Andreasson J. Broadband femtosecond spectroscopic ellipsometry. The Review of Scientific Instruments. 2021;92 3:033104.Google Scholar
Karlovets, E, Gordon, IE, Rothman, LS, Hashemi, R, Hargreaves, RJ, Toon, GC, et al. The update of the line positions and intensities in the line list of carbon dioxide for the HITRAN2020 spectroscopic database. Journal of Quantitative Spectroscopy and Radiative Transfer. 2021;276;107896.Google Scholar
Rothman, LS, Gordon, IE, Barber, RJ, Dothe, H, Gamache, RR, Goldman, A, et al. HITEMP, the high-temperature molecular spectroscopic database. Journal of Quantitative Spectroscopy & Radiative Transfer. 2010;111:2139–2150.Google Scholar
Tashkun, SA, Perevalov, VI. CDSD-4000: High-resolution, high-temperature carbon dioxide spectroscopic databank. Journal of Quantitative Spectroscopy & Radiative Transfer. 2011;112:1403–1410.Google Scholar
Beier, K, Lindermeir, E. Comparison of line-by-line and molecular band IR modeling of high altitude missile plume. Journal of Quantitative Spectroscopy & Radiative Transfer. 2007;105:111–127.Google Scholar
Goody, RM. A statistical model for water-vapour absorption. Quarterly Journal of the Royal Meteorological Society. 1952;78:638–640.Google Scholar
Malkmus, W. Random Lorentz band model with exponential-tailed S-1 lineintensity distribution function. Journal of the Optical Society of America. 1967;57:323–329.Google Scholar
Giedt, WH, Tien, CL. Experimental determination of infrared absorption of hightemperature gases; 1965.Google Scholar
Modest, MF. Radiative heat transfer; 1993.Google Scholar
Penner, SS, Landshoff, RKM. Quantitative molecular spectroscopy and gas emissivities; 1959.Google Scholar
Goldstein, RB. Measurements of infrared absorption by water vapor at temperatures to 1000K. Journal of Quantitative Spectroscopy & Radiative Transfer. 1964;4:343–352.Google Scholar
Eckert, ERG, Goldstein, RJ. Measurements in heat transfer; 1976.Google Scholar
Hottel, HC, Mangelsdorf, HG. Heat transmission by radiation from non-luminous gases II. Experimental study of carbon dioxide and water vapor. Transactions of the American Institute of Chemical Engineers. 1935;31:517–549.Google Scholar
Huaichun, Z, Zhifang, H, Jianjun, G, Yaoping, L, Jun, Z, Ping, C, et al. On-line optimization of coal-fired boiler operation in power plants for smart power generation. Distributed Energy Resources. 2019;4(3):1–7.Google Scholar
Bin-shuai, Z. Study on online measurement of temperature field of the furnace. Refrigeration air conditioning & electric power machinery; 2010.Google Scholar
Zhou, H, Lou, X, Deng, Y. Measurement method of three-dimensional combustion temperature distribution in utility furnaces based on image processing radiative. Proceedings-Chinese Society of Electrical Engineering. 1997;17:1–4.Google Scholar
Zhou, HC, Lou, C, Cheng, Q, Wei Jiang, Z, He, J, Huang, B, et al. Experimental investigations on visualization of three-dimensional temperature distributions in a large-scale pulverized-coal-fired boiler furnace; 2005.Google Scholar
Luo, Z, Zhou, HC. A combustion-monitoring system with 3-D temperature reconstruction based on flame-image processing technique. IEEE Transactions on Instrumentation and Measurement. 2007;56:1877–1882.Google Scholar
Huajian, W, Zhi-feng, H, Dundun, W, Zixue, L, Yipeng, S, Qingyan, F, et al. Measurements on flame temperature and its 3D distribution in a 660 MWe arch-fired coal combustion furnace by visible image processing and verification by using an infrared pyrometer. Measurement Science and Technology. 2009;20:114006.Google Scholar
Ni, M, Zhang, H, Wang, F, Xie, Z, Huang, Q, Yan, J, et al. Study on the detection of three-dimensional soot temperature and volume fraction fields of a laminar flame by multispectral imaging system. Applied Thermal Engineering. 2016;96: 421–431.Google Scholar
Achal, S, McFee, JE, Ivanco, T, Anger, CD. A thermal infrared hyperspectral imager (tasi) for buried landmine detection. In: SPIE Defense + Commercial Sensing; 2007.Google Scholar
Wu, K, Feng, Y, Yu, G, Liu, L, Li, J, Xiong, Y, et al. Development of an imaging gas correlation spectrometry based mid-infrared camera for two-dimensional mapping of CO in vehicle exhausts. Optics Express. 2018;26(7):8239–8251.Google Scholar
Shepanski, JF, Sandor-Leahy, S. The NGST long wave hyperspectral imaging spectrometer: Sensor hardware and data processing. In: SPIE Defense + Commercial Sensing; 2006.Google Scholar
Hall, JL, Boucher, RH, Buckland, KN, Gutierrez, DJ, Hackwell, JA, Johnson, BR, et al. MAGI: A new high-performance airborne thermal-infrared imaging spectrometer for earth science applications. IEEE Transactions on Geoscience and Remote Sensing. 2015;53:5447–5457.Google Scholar
Yuan, L, He, Z, Lv, G, Wang, Y, Li, C, Xie, J, et al. Optical design, laboratory test, and calibration of airborne long wave infrared imaging spectrometer. Optics Express. 2017;25 19:22440–22454.Google Scholar
Sun, JG, Erdman, SV, Connolly, L. Measurement of delamination size and depth in ceramic matrix composites using pulsed thermal imaging; 2008.Google Scholar
Sun, J. Method for thermal tomography of thermal effusivity from pulsed thermal imaging. Google Patents; 2008.Google Scholar
Sun, JG. Thermal conductivity measurement for thermal barrier coatings based on oneand two-sided thermal imaging methods; 2010.Google Scholar
Ringermacher, HI, Archacki, RJ, Veronesi, WA. Nondestructive testing: Transient depth thermography. Google Patents; 1998.Google Scholar
Hanrieder, N, Wilbert, S, Mancera-Guevara, D, Buck, R, Giuliano, S, Pitz-Paal R. Atmospheric extinction in solar tower plants–A review. Solar Energy. 2017;152:193–207.Google Scholar
Gueymard, CA. Parameterized transmittance model for direct beam and circumsolar spectral irradiance. Solar Energy. 2001;71(5):325–346.Google Scholar
Griggs, D, Jones, D, Ouldridge, M, Sparks, W. Instruments and Observing Methods. Report No. 41. The first WMO Intercomparison of Visibility Measurements. World Meteorological Organization; 1989.Google Scholar
Koschmieder, H. Theorie der horizontalen Sichtweite. Beitrage zur Physik der freien Atmosphare. 1924:33–53.Google Scholar
Vittitoe, CN, Biggs, F. Terrestrial propagation loss. Denver: Presented at the American Section of the International Solar Energy Society. 1978.Google Scholar
Wendelin, TJ. SolTRACE: A new optical modeling tool for concentrating solar optics. Solar Energy. 2003:253–260.Google Scholar
Leary, PL, Hankins, JD. User’s guide for MIRVAL: A computer code for comparing designs of heliostat-receiver optics for central receiver solar power plants; 1979.Google Scholar
Hottel, HC. A simple model for estimating the transmittance of direct solar radiation through clear atmospheres. Solar Energy. 1976;18:129–134.Google Scholar
Kistler, BL. A user’s manual for DELSOL3: A computer code for calculating the optical performance and optimal system design for solar thermal central receiver plants; 1986.Google Scholar
Blair, N, Dobos, AP, Freeman, J, Neises, T, Wagner, M, Ferguson, T, et al. System advisor model, SAM 2014.1. 14: General description. National Renewable Energy Lab.(NREL), Golden, CO (United States); 2014.Google Scholar
Vittitoe, CN, Biggs, F. User’s guide to HELIOS: A computer program for modeling the optical behavior of reflecting solar concentrators. Part III. Appendices concerning HELIOS-code details. Sandia National Lab.(SNL-NM), Albuquerque, NM (United States); 1981.Google Scholar
Pitman, C, Vant-Hull, L. Atmospheric transmittance model for a solar beam propagating between a heliostat and a receiver. Sandia National Lab.(SNL-NM), Albuquerque, NM (United States); Houston Univ …; 1984.Google Scholar
Ballestrín, J, Monterreal, R, Carra, M, Fernández-Reche, J, Polo, J, Enrique, R, et al. Solar extinction measurement system based on digital cameras. Application to solar tower plants. Renewable Energy. 2018;125:648–654.Google Scholar
Mishchenko, MI, Tishkovets, VP, Travis, LD, Cairns, B, Dlugach, JM, Liu, L, et al. Electromagnetic scattering by a morphologically complex object: Fundamental concepts and common misconceptions. Journal of Quantitative Spectroscopy and Radiative Transfer. 2011;112(4):671–692.Google Scholar
Tokunaga, T, Arai, M, Kobayashi, K, Hayami, W, Suehara, S, Shiga, T, et al. First-principles calculations of phonon transport across a vacuum gap. Physical Review B. 2022 Jan;105:045410.Google Scholar
Forn-Díaz, P, Lamata, L, Rico, E, Kono, J, Solano, E. Ultrastrong coupling regimes of light–matter interaction. Review of Modern Physics. 2019 Jun;91:025005.Google Scholar
Khandekar, C, Yang, L, Rodriguez, AW, Jacob, Z. Quantum nonlinear mixing of thermal photons to surpass the blackbody limit. Optics Express. 2020 Jan;28(2):2045–2059.Google Scholar
Longtin, J, Tien, C. Microscale radiation phenomena. Microscale Energy Transport. 1997:119–147.Google Scholar
Costantini, D, Lefebvre, A, Coutrot, AL, Moldovan-Doyen, I, Hugonin, JP, Boutami, S, et al. Plasmonic metasurface for directional and frequency-selective thermal emission. Physical Review Applied. 2015 Jul;4:014023.Google Scholar
Wang, BX, Liu, MQ, Huang, TC, Zhao, CY. Micro/nanostructures for farfield thermal emission control: An overview. ES Energy & Environment. 2019 Dec;6:18–38.Google Scholar
Sobhan, CB, Peterson, GP. Microscale and nanoscale heat transfer: Fundamentals and engineering applications. CRC Press; 2008.Google Scholar
Wolf, E. Introduction to the theory of coherence and polarization of light. Cambridge University Press; 2007.Google Scholar
Tien, CL, Chen, G. Challenges in microscale conductive and radiative heat transfer. Journal of Heat Transfer. 1994 11;116(4):799–807.Google Scholar
Mehta, C. Coherence-time and effective bandwidth of blackbody radiation. Il Nuovo Cimento (1955-1965). 1963;28(2):401–408.Google Scholar
Mandel, L, Wolf, E. Coherence properties of optical fields. Reviews of Modern Physics. 1965 Apr;37:231–287.Google Scholar
Blomstedt, K, Friberg, AT, Setälä, T. Chapter Five – Classical Coherence of Blackbody Radiation. vol. 62 of Progress in Optics. Elsevier; 2017. pp. 293–346.Google Scholar
Klein, LJ, Hamann, HF, Au, YY, Ingvarsson, S. Coherence properties of infrared thermal emission from heated metallic nanowires. Applied Physics Letters. 2008;92(21):213102.Google Scholar
Chen, G, Tien, CL. Partial coherence theory of thin film radiative properties. Journal of Heat Transfer. 1992 08;114(3):636–643.Google Scholar
Anderson, CF, Bayazitoglu, Y. Radiative properties of films using partial coherence theory. Journal of Thermophysics and Heat Transfer. 1996;10(1):26–32.Google Scholar
Chen, G. Nanoscale energy transport and conversion: A parallel treatment of electrons, molecules, phonons, and photons. Oxford University Press; 2005.Google Scholar
Novotny, L, Hecht, B. Principles of nano-optics. Cambridge University Press; 2012.Google Scholar
Reuter, GEH, Sondheimer, EH, Wilson, AH. The theory of the anomalous skin effect in metals. Proceedings of the Royal Society of London Series A Mathematical and Physical Sciences. 1948;195(1042):336–364.Google Scholar
Duncan, AB, Peterson, GP. Review of microscale heat transfer. Applied Mechanics Reviews. 1994 09;47(9):397–428.Google Scholar
Xuan, Y. An overview of micro/nanoscaled thermal radiation and its applications. Photonics and Nanostructures – Fundamentals and Applications. 2014;12(2):93–113.Google Scholar
Cahill, DG, Ford, WK, Goodson, KE, Mahan, GD, Majumdar, A, Maris, HJ, et al. Nanoscale thermal transport. Journal of Applied Physics. 2003;93(2):793–818.Google Scholar
Cahill, DG, Braun, PV, Chen, G, Clarke, DR, Fan, S, Goodson, KE, et al. Nanoscale thermal transport. II. 2003–2012. Applied Physics Reviews. 2014;1(1):011305.Google Scholar
Song, B, Fiorino, A, Meyhofer, E, Reddy, P. Near-field radiative thermal transport: From theory to experiment. AIP Advances. 2015;5(5):053503.Google Scholar
Li, W, Fan, S. Nanophotonic control of thermal radiation for energy applications. Optics Express. 2018 Jun;26(12):15995–16021.Google Scholar
Cuevas, JC, García-Vidal, FJ. Radiative heat transfer. ACS Photonics. 2018;5(10):3896–3915.Google Scholar
Baranov, DG, Xiao, Y, Nechepurenko, IA, Krasnok, A, Alù, A, Kats, MA. Nanophotonic engineering of far-field thermal emitters. Nature Materials. 2019 Sep;18(9):920–930.Google Scholar
Rao, AM, Eklund, PC, Lehman, GW, Face, DW, Doll, GL, Dresselhaus, G, et al. Far-infrared optical properties of superconducting Bi2Sr2CaCu2Ox films. Physical Review B. 1990 Jul;42:193–201.Google Scholar
Phelan, PE, Flik, MI, Tien, CL. Radiative properties of superconducting Y-Ba-Cu-O thin films. Journal of Heat Transfer. 1991 05;113(2):487–493.Google Scholar
Choi, BI, Zhang, ZM, Flik, MI, Siegrist, T. Radiative properties of Y-Ba-Cu-0 films with variable oxygen content. Journal of Heat Transfer. 1992 11;114(4):958–964.Google Scholar
Zhang, ZM, Choi, BI, Le, TA, Flik, MI, Siegal, MP, Phillips, JM. Infrared refractive index of thin YBa2Cu307 superconducting films. Journal of Heat Transfer. 1992 08;114(3):644–652.Google Scholar
Basov, DN, Liang, R, Bonn, DA, Hardy, WN, Dabrowski, B, Quijada, M, et al. In-Plane anisotropy of the penetration depth in YBa2Cu3O7−x and YBa2Cu4O8 superconductors. Physical Review Letters. 1995 Jan;74:598–601.Google Scholar
Bednorz, JG, Müller, KA. Possible high Tc superconductivity in the Ba-La-Cu-O system. Zeitschrift für Physik B Condensed Matter. 1986;64:189–193.Google Scholar
Chu, CW, Hor, PH, Meng, RL, Gao, L, Huang, ZJ. Superconductivity at 52.5 K in the Lanthanum-Barium-Copper-Oxide system. Science. 1987;235(4788): 567–569.Google Scholar
Wu, MK, Ashburn, JR, Torng, CJ, Hor, PH, Meng, RL, Gao, L, et al. Superconductivity at 93 K in a new mixed-phase Y-Ba-Cu-O compound system at ambient pressure. Physical Review Letters. 1987 Mar;58:908–910.Google Scholar
Zhao, ZX, Chen, LQ, Yang, QS, Huang, YZ, Chen, GH, Tang, RM, et al. 2. In: Superconductivity above liquid nitrogen temperature in Ba-Y-Cu oxides;.pp. 7–11.Google Scholar
Timusk, T, Bonn, DA, Greedan, JE, Stager, CV, Garrett, JD, O’Reilly, AH, et al. Infrared properties of YBa2Cu3O7-. Physica C: Superconductivity. 1988; 153-155:1744–1747.Google Scholar
Plakida, NM. High-temperature superconductivity: Experiment and theory. Springer Berlin, Heidelberg; 1995.Google Scholar
Timusk, T, Tanner, DB. Infrared properties of high-Tc superconductors. Physical Properties of High Temperature Superconductors. 1989;1:339.Google Scholar
Bonn, DA, Greedan, JE, Stager, CV, Timusk, T, Doss, MG, Herr, SL, et al. Far-Infrared conductivity of the high-Tc superconductor YBa2Cu3O7. Physical Review Letters. 1987 May;58:2249–2250.Google Scholar
Herr, SL, Kamarás, K, Porter, CD, Doss, MG, Tanner, DB, Bonn, DA, et al. Optical properties of La1.85Sr0.15CuO4: Evidence for strong electron–phonon and electron–electron interactions. Physical Review B. 1987 Jul;36:733–735.Google Scholar
Timusk, T, Herr, SL, Kamarás, K, Porter, CD, Tanner, DB, Bonn, DA, et al. Infrared studies of ab-plane oriented oxide superconductors. Physical Review B. 1988 Oct;38:6683–6688.Google Scholar
Timusk, T, Statt, B. The pseudogap in high-temperature superconductors: An experimental survey. Reports on Progress in Physics. 1999 Jan;62(1):61–122.Google Scholar
Basov, DN, Timusk, T. Electrodynamics of high-Tc superconductors. Review of Modern Physics. 2005 Aug;77:721–779.Google Scholar
Basov, DN, Chapter, Timusk T. 202 Infrared properties of high-Tc superconductors: An experimental overview. In: High-Temperature Superconductors – II. vol. 31 of Handbook on the Physics and Chemistry of Rare Earths. Elsevier; 2001. pp. 437–507.Google Scholar
Basov, DN, Averitt, RD, van der Marel, D, Dressel, M, Haule, K. Electrodynamics of correlated electron materials. Review of Modern Physics. 2011 Jun;83: 471–541.Google Scholar
Vedeneev, SI. Pseudogap problem in high-temperature superconductors. Physics-Uspekhi. 2021 Dec;64(9):890–922.Google Scholar
Yang, J, Du, W, Su, Y, Fu, Y, Gong, S, He, S, et al. Observing of the super-Planckian near-field thermal radiation between graphene sheets. Nature Communications. 2018 Oct;9(1):4033.Google Scholar
Shiue, RJ, Gao, Y, Tan, C, Peng, C, Zheng, J, Efetov, DK, et al. Thermal radiation control from hot graphene electrons coupled to a photonic crystal nanocavity. Nature Communications. 2019;10(1):1–7.Google Scholar
Watanabe, K, Taniguchi, T, Niiyama, T, Miya, K, Taniguchi, M. Far-ultraviolet plane-emission handheld device based on hexagonal boron nitride. Nature Photonics. 2009;3(10):591.Google Scholar
Song, JCW, Gabor, NM. Electron quantum metamaterials in van der Waals heterostructures. Nature Nanotechnology. 2018;13:986–993.Google Scholar
Qi, XL, Zhang, SC. Topological insulators and superconductors. Review of Modern Physics. 2011 Oct;83:1057–1110.Google Scholar
Xie, M, Zhang, S, Cai, B, Gu, Y, Liu, X, Kan, E, et al. Van der Waals bilayer antimonene: A promising thermophotovoltaic cell material with 31% energy conversion efficiency. Nano Energy. 2017;38:561–568.Google Scholar
Majumdar, A, Carrejo, JP, Lai, J. Thermal imaging using the atomic force microscope. Applied Physics Letters. 1993;62(20):2501–2503.Google Scholar
Marschall, J, Majumdar, A. Charge and energy transport by tunneling thermoelectric effect. Journal of Applied Physics. 1993;74(6):4000–4005.Google Scholar
Cui, L, Miao, R, Jiang, C, Meyhofer, E, Reddy, P. Perspective: Thermal and thermoelectric transport in molecular junctions. The Journal of Chemical Physics. 2017;146(9):092201.Google Scholar
Mader, H. Microstructuring in semiconductor technology. Thin Solid Films. 1989;175:1–16.Google Scholar
Reichelt, K, Jiang, X. The preparation of thin films by physical vapour deposition methods. Thin Solid Films. 1990;191(1):91–126.Google Scholar
Randhawa, H. Review of plasma-assisted deposition processes. Thin Solid Films. 1991;196(2):329–349.Google Scholar
Flik, MI, Choi, BI, Anderson, AC, Westerheim, AC. Thermal analysis and control for sputtering deposition of high-Tc superconducting films. Journal of Heat Transfer. 1992 02;114(1):255–263.Google Scholar
Vandenabeele, P, Maex, K. Influence of temperature and backside roughness on the emissivity of Si wafers during rapid thermal processing. Journal of Applied Physics. 1992;72(12):5867–5875.Google Scholar
Yen, A, Anderson, EH, Ghanbari, RA, Schattenburg, ML, Smith, HI. Achromatic holographic configuration for 100-nm-period lithography. Applied Optics. 1992 Aug;31(22):4540–4545.Google Scholar
Ursu, I, Mihailescu, IN, Nistor, LC, Teodorescu, VS, Prokhorov, AM, Konov, VI, et al. Periodic structures on the surface of fused silica under multipulse 10.6-µm laser irradiation. Applied Optics. 1985 Nov;24(22):3736–3739.Google Scholar
Pettit, GH, Sauerbrey, RA. Pulsed ultraviolet laser ablation. Applied Physics A. 1993;56:51–63.Google Scholar
Grigoropoulos, CP, Buckholz, RH, Domoto, GA. The role of reflectivity change in optically induced recrystallization of thin silicon films. Journal of Applied Physics. 1986;59(2):454–458.Google Scholar
Qiu, TQ, Tien, CL. Heat transfer mechanisms during short-pulse laser heating of metals. Journal of Heat Transfer. 1993 Nov;115(4):835–841.Google Scholar
Brorson, SD, Fujimoto, JG, Ippen, EP. Femtosecond electronic heat-transport dynamics in thin gold films. Physical Review Letters. 1987 Oct;59:1962–1965.Google Scholar
Heltzel, A, Battula, A, Howell, JR, Chen, S. Nanostructuring borosilicate glass with near-field enhanced energy using a femtosecond laser pulse. Journal of Heat Transfer. 2006 May;129(1):53–59.Google Scholar
Wong, PY, Hess, CK, Miaoulis, IN. Thermal radiation modeling in multilayer thin film structures. International Journal of Heat and Mass Transfer. 1992;35(12):3313–3321.Google Scholar
Wong, PY, Hess, CK, Miaoulis, IN. Coherent thermal radiation effects on temperature-dependent emissivity of thin-film structures on optically thick substrates. Optical Engineering. 1995;34(6):1776–1781.Google Scholar
Ray, AK. RTP temperature control requirement for submicron device fabrication. In: Kwong, DL, Mueller HG, editors. Rapid Thermal and Laser Processing. vol. 1804. International Society for Optics and Photonics. SPIE; 1993. pp. 2–12.Google Scholar
Sorrell, FY, Fordham, MJ, Ozturk, MC, Wortman, JJ. Temperature uniformity in RTP furnaces. IEEE Transactions on Electron Devices. 1992;39(1):75–80.Google Scholar
Vandenabeele, P, Maex, K, De Keersmaecker, R. Impact of patterned layers on temperature non-uniformity during rapid thermal processing for VLSI applications. MRS Proceedings. 1989;146:149.Google Scholar
Ko¨ylu¨ UO, Faeth GM. Radiative properties of flame-generated soot. Journal of Heat Transfer. 1993 May;115(2):409–417.Google Scholar
Ku, JC, Shim, KH. Optical diagnostics and radiative properties of simulated soot agglomerates. Journal of Heat Transfer. 1991 Nov;113(4):953–958.Google Scholar
Howell, JR. Thermal radiation in participating media: The past, the present, and some possible futures. Journal of Heat Transfer. 1988 Nov;110(4b):1220–1229.Google Scholar
Tien, CL. Thermal radiation in packed and fluidized Beds. Journal of Heat Transfer. 1988 Nov;110(4b):1230–1242.Google Scholar
Born, M, Wolf, E. Principles of optics: Electromagnetic theory of propagation, interference and diffraction of light. Elsevier; 2013.Google Scholar
Min-Dianey, KAA, Zhang, HC, M’Bouana, NLP, Su, CS, Xia, XL. Modeling of spectral energy density as thermal radiation characteristic on the basis of porous silicon photonic crystals. Computational Materials Science. 2017;136:306–314.Google Scholar
García, PD, Sapienza, R, Blanco, A, Lopez, C. Photonic glass: A novel random material for light. Advanced Materials. 2007;19(18):2597–2602.Google Scholar
Rojas-Ochoa, LF, Mendez-Alcaraz, JM, Sáenz, JJ, Schurtenberger, P, Scheffold F. Photonic properties of strongly correlated colloidal liquids. Physical Review Letters. 2004 Aug;93:073903.Google Scholar
Kulkarni, A, Wang, Z, Nakamura, T, Sampath, S, Goland, A, Herman, H, et al. Comprehensive microstructural characterization and predictive property modeling of plasma-sprayed zirconia coatings. Acta Materialia. 2003;51(9):2457–2475.Google Scholar
Lu, TJ, Stone, HA, Ashby, MF. Heat transfer in open-cell metal foams. Acta Materialia. 1998;46(10):3619–3635.Google Scholar
Jiang, F, Liu, H, Li, Y, Kuang, Y, Xu, X, Chen, C, et al. Lightweight, mesoporous, and highly absorptive all-nanofiber aerogel for efficient solar steam generation. ACS Applied Materials & Interfaces. 2018;10(1):1104–1112.Google Scholar
Sun, YP, Lou, C, Zhou, HC. Estimating soot volume fraction and temperature in flames using stochastic particle swarm optimization algorithm. International Journal of Heat and Mass Transfer. 2011;54(1):217–224.Google Scholar
Wang, F, Tan, J, Ma, L, Shuai, Y, Tan, H, Leng, Y. Thermal performance analysis of porous medium solar receiver with quartz window to minimize heat flux gradient. Solar Energy. 2014;108:348–359.Google Scholar
Yang, G, Zhao, CY, Wang, BX. Experimental study on radiative properties of air plasma sprayed thermal barrier coatings. International Journal of Heat and Mass Transfer. 2013;66:695–698.Google Scholar
Zhai, Y, Ma, Y, David, SN, Zhao, D, Lou, R, Tan, G, et al. Scalable-manufactured randomized glass-polymer hybrid metamaterial for daytime radiative cooling. Science. 2017;355(6329):1062–1066.Google Scholar
Lagendijk, A, Van Tiggelen, BA. Resonant multiple scattering of light. Physics Reports. 1996;270(3):143–215.Google Scholar
van Rossum, MCW, Nieuwenhuizen, TM. Multiple scattering of classical waves: Microscopy, mesoscopy, and diffusion. Reviews of Modern Physics. 1999;71: 313–371.Google Scholar
Tsang, L, Kong, JA. Scattering of electromagnetic waves: Advanced topics. John Wiley & Sons; 2004.Google Scholar
Sheng, P. Introduction to wave scattering, localization and mesoscopic phenomena. Springer Science & Business Media; 2006.Google Scholar
Mishchenko, MI, Rosenbush, V, Kiselev, N, Lupishko, D, Tishkovets, V, Kaydash, V, et al. Polarimetric remote sensing of solar system objects. arXiv preprint arXiv:10101171. 2010.Google Scholar
Mishchenko, MI, Travis, LD, Lacis, AA. Multiple scattering of light by particles: Radiative transfer and coherent backscattering. Cambridge University Press; 2006.Google Scholar
García, PD, Sapienza, R, Bertolotti, J, Martín, MD, Blanco, A, Altube, A, et al. Resonant light transport through Mie modes in photonic glasses. Physical Review A. 2008 Aug;78:023823.Google Scholar
Wang, BX, Zhao, CY. Modeling radiative properties of air plasma sprayed thermal barrier coatings in the dependent scattering regime. International Journal of Heat and Mass Transfer. 2015;89:920–928.Google Scholar
Rezvani Naraghi, R, Sukhov, S, Sáenz, JJ, Dogariu, A. Near-field effects in mesoscopic light transport. Physical Review Letters. 2015;115:203903.Google Scholar
Wang, BX, Zhao, CY. Effect of dependent scattering on light absorption in highly scattering random media. International Journal of Heat and Mass Transfer. 2018;125:1069–1078.Google Scholar
Tien, CL, Drolen, B. Thermal radiation in part1culate media with dependent and independent scattering. Annual Review of Heat Transfer. 1987;1(1):1–32.Google Scholar
Kumar, S, Tien, C. Dependent absorption and extinction of radiation by small particles. Journal of Heat Transfer. 1990;112(1):178–185.Google Scholar
Lee, SC. Dependent scattering by parallel fibers: Effects of multiple scattering and wave interference. Journal of Thermophysics and Heat Transfer. 1992;6(4):589–595.Google Scholar
Ivezić, Z, Mengüç, MP. An investigation of dependent/independent scattering regimes using a discrete dipole approximation. International Journal of Heat and Mass Transfer. 1996;39(4):811–822.Google Scholar
Durant, S, Calvo-Perez, O, Vukadinovic, N, Greffet, JJ. Light scattering by a random distribution of particles embedded in absorbing media: Full-wave Monte Carlo solutions of the extinction coefficient. Journal of the Optical Society of America A. 2007 Sep;24(9):2953–2962.Google Scholar
Nguyen, VD, Faber, DJ, van der Pol, E, van Leeuwen, TG, Kalkman, J. Dependent and multiple scattering in transmission and backscattering optical coherence tomography. Optics Express. 2013 Dec;21(24):29145–29156.Google Scholar
Ma, L, Tan, J, Zhao, J, Wang, F, Wang, C. Multiple and dependent scattering by densely packed discrete spheres: Comparison of radiative transfer and Maxwell theory. Journal of Quantitative Spectroscopy and Radiative Transfer. 2017;187:255–266.Google Scholar
Wang, BX, Zhao, CY. Achieving a strongly negative scattering asymmetry factor in random media composed of dual-dipolar particles. Physical Review A. 2018 Feb;97:023836.Google Scholar
Wang, BX, Zhao, CY. Analysis of dependent scattering mechanism in hard-sphere Yukawa random media. Journal of Applied Physics. 2018;123(22):223101.Google Scholar
Tinsley, S, Bowman, A, Phil, D. Rutile type titanium pigments. Journal of the Oil and Colour Chemist Association. 1949;32(348):233–270.Google Scholar
Stieg, F. The effect of extenders on the hiding power of titanium pigments. Official Digest Federation of Paint and Varnish Production Clubs. 1959;31(408):52–64.Google Scholar
Hulst, HC. Light scattering by small particles. Courier Corporation; 1957.Google Scholar
Churchill, SW, Clark, GC, Sliepcevich, CM. Light-scattering by very dense monodispersions of latex particles. Discussions of the Faraday Society. 1960;30:192–199.Google Scholar
Harding, RH, Golding, B, Morgen, RA. Optics of light-scattering films. Study of effects of pigment size and concentration. Journal of the Optical Society of America. 1960 May;50(5):446–455.Google Scholar
Blevin, WR, Brown, WJ. Effect of particle separation on the reflectance of semi-infinite diffusers. Journal of the Optical Society America. 1961 Feb;51(2): 129–134.Google Scholar
Rozenberg, G. Optical characteristics of thick weakly absorbing scattering layers. In: Doklady Akademii Nauk: Archive. 1962;145:775–777.Google Scholar
Foldy, LL. The multiple scattering of waves. I. General theory of isotropic scattering by randomly distributed scatterers. Physical Review. 1945 Feb;67:107–119.Google Scholar
Lax, M. Multiple scattering of waves. Reviews of Modern Physics. 1951 Oct;23:287–310.Google Scholar
Lax, M. Multiple scattering of waves. II. the effective field in dense systems. Physical Review. 1952;85(4):621–629.Google Scholar
Twersky, V. Multiple scattering of radiation by an arbitrary configuration of parallel cylinders. The Journal of the Acoustical Society of America. 1952;24(1): 42–46.Google Scholar
Hottel, HC, Sarofim, AF, Vasalos, IA, Dalzell, WH. Multiple scatter: Comparison of theory with experiment. Journal of Heat Transfer. 1970 May;92(2):285–291.Google Scholar
Hottel, HC, Sarofim, AF, Dalzeil, WH, Vasalos, IA. Optical properties of coatings. Effect of pigment concentration. AIAA Journal. 1971 Oct;9(10):1895–1898.Google Scholar
Brewster, MQ, Tien, CL. Radiative transfer in packed fluidized beds: Dependent versus independent scattering. Journal of Heat Transfer. 1982 Nov;104(4): 573–579.Google Scholar
Yamada, Y, Cartigny, JD, Tien, CL. Radiative transfer with dependent scattering by particles: Part 2—Experimental investigation dependent. Journal of Heat Transfer. 1986;108(August 1986).Google Scholar
Cartigny, J, Yamada, Y, Tien, C. Radiative transfer with dependent scattering by particles: Part 1—Theoretical investigation. Journal of Heat Transfer. 1986;108(3):608–613.Google Scholar
Drolen, BL, Tien, CL. Independent and dependent scattering in packed-sphere systems. Journal of Thermophysics and Heat Transfer. 1987;1(1):63–68.Google Scholar
Singh, BP, Kaviany, M. Modelling radiative heat transfer in packed beds. International Journal of Heat and Mass Transfer. 1992;35(6):1397–1405.Google Scholar
Cornelius, CM, Dowling, JP. Modification of Planck blackbody radiation by photonic band-gap structures. Physical Review A. 1999 Jun;59:4736–4746.Google Scholar
Lin, SY, Fleming, JG, Chow, E, Bur, J, Choi, KK, Goldberg, A. Enhancement and suppression of thermal emission by a three-dimensional photonic crystal. Physical Review B. 2000 Jul;62:R2243–R2246.Google Scholar
Greffet, JJ, Carminati, R, Joulain, K, Mulet, JP, Mainguy, S, Chen, Y. Coherent emission of light by thermal sources. Nature. 2002;416(6876):61–64.Google Scholar
Lee, B, Fu, C, Zhang, Z. Coherent thermal emission from one-dimensional photonic crystals. Applied Physics Letters. 2005;87(7):071904.Google Scholar
Liu, X, Tyler, T, Starr, T, Starr, AF, Jokerst, NM, Padilla, WJ. Taming the blackbody with infrared metamaterials as selective thermal emitters. Physical Review Letters. 2011;107(4):045901.Google Scholar
Liu, B, Gong, W, Yu, B, Li, P, Shen, S. Perfect thermal emission by nanoscale transmission line resonators. Nano Letters. 2017;17(2):666–672.Google Scholar
Pralle, MU, Moelders, N, McNeal, MP, Puscasu, I, Greenwald, AC, Daly, JT, et al. Photonic crystal enhanced narrow-band infrared emitters. Applied Physics Letters. 2002;81(25):4685–4687.Google Scholar
Celanovic, I, Perreault, D, Kassakian, J. Resonant-cavity enhanced thermal emission. Physical Review B. 2005 Aug;72:075127.Google Scholar
Dahan, N, Niv, A, Biener, G, Gorodetski, Y, Kleiner, V, Hasman, E. Enhanced coherency of thermal emission: Beyond the limitation imposed by delocalized surface waves. Physical Review B. 2007 Jul;76:045427.Google Scholar
Rephaeli, E, Fan, S. Absorber and emitter for solar thermo-photovoltaic systems to achieve efficiency exceeding the Shockley-Queisser limit. Optics Express. 2009 Aug;17(17):15145–15159.Google Scholar
Maruyama, S, Kashiwa, T, Yugami, H, Esashi, M. Thermal radiation from two-dimensionally confined modes in microcavities. Applied Physics Letters. 2001;79(9):1393–1395.Google Scholar
De Zoysa, M, Asano, T, Mochizuki, K, Oskooi, A, Inoue, T, Noda, S. Conversion of broadband to narrowband thermal emission through energy recycling. Nature Photonics. 2012 Aug;6(8):535–539.Google Scholar
Inoue, T, De Zoysa, M, Asano, T, Noda, S. Single-peak narrow-bandwidth midinfrared thermal emitters based on quantum wells and photonic crystals. Applied Physics Letters. 2013;102(19):191110.Google Scholar
Guo, Y, Fan, S. Narrowband thermal emission from a uniform tungsten surface critically coupled with a photonic crystal guided resonance. Optics Express. 2016 Dec;24(26):29896–29907.Google Scholar
Inoue, T, Zoysa, MD, Asano, T, Noda, S. High-Q mid-infrared thermal emitters operating with high power-utilization efficiency. Optics Express. 2016 Jun;24(13):15101–15109.Google Scholar
Dyachenko, PN, Molesky, S, Petrov, AY, Störmer, M, Krekeler, T, Lang, S, et al. Controlling thermal emission with refractory epsilon-near-zero metamaterials via topological transitions. Nature Communications. 2016;7(1):1–8.Google Scholar
Molesky, S, Dewalt, CJ, Jacob, Z. High temperature epsilon-near-zero and epsilon-near-pole metamaterial emitters for thermophotovoltaics. Optics Express. 2013;21(101):A96–A110.Google Scholar
Hesketh, PJ, Zemel, JN, Gebhart, B. Organ pipe radiant modes of periodic micromachined silicon surfaces. Nature. 1986;324:549–551.Google Scholar
Hesketh, PJ, Zemel, JN, Gebhart, B. Polarized spectral emittance from periodic micromachined surfaces. I. Doped silicon: The normal direction. Physical Review B. 1988;37(18):10795.Google Scholar
Hesketh, PJ, Zemel, JN, Gebhart, B. Polarized spectral emittance from periodic micromachined surfaces. II. Doped silicon: Angular variation. Physical Review B. 1988 Jun;37:10803–10813.Google Scholar
Cui, Y, Fung, KH, Xu, J, Ma, H, Jin, Y, He, S, et al. Ultrabroadband light absorption by a sawtooth anisotropic metamaterial slab. Nano Letters. 2012;12(3):1443–1447.Google Scholar
Wang, H, Wang, L. Perfect selective metamaterial solar absorbers. Optics Express. 2013 Nov;21(S6):A1078–A1093.Google Scholar
Liu, Y, Qiu, J, Zhao, J, Liu, L. General design method of ultra-broadband perfect absorbers based on magnetic polaritons. Optics Express. 2017 Oct;25(20): A980A989.Google Scholar
Zhao, B, Zhang, ZM. Perfect absorption with trapezoidal gratings made of natural hyperbolic materials. Nanoscale and Microscale Thermophysical Engineering. 2017;21(3):123–133.Google Scholar
Aydin, K, Ferry, VE, Briggs, RM, Atwater, HA. Broadband polarizationindependent resonant light absorption using ultrathin plasmonic super absorbers. Nature Communications. 2011 Nov;2(1):517.Google Scholar
Cheng, CW, Abbas, MN, Chiu, CW, Lai, KT, Shih, MH, Chang, YC. Wide-angle polarization independent infrared broadband absorbers based on metallic multisized disk arrays. Optics Express. 2012 Apr;20(9):10376–10381.Google Scholar
Zhou, M, Yi, S, Luk, TS, Gan, Q, Fan, S, Yu, Z. Analog of superradiant emission in thermal emitters. Physical Review B. 2015 Jul;92:024302.Google Scholar
Yeng, YX, Ghebrebrhan, M, Bermel, P, Chan, WR, Joannopoulos, JD, Soljačić, M, et al. Enabling high-temperature nanophotonics for energy applications. Proceedings of the National Academy of Sciences. 2012;109(7):2280–2285.Google Scholar
Guo, Y, Cortes, CL, Molesky, S, Jacob, Z. Broadband super-Planckian thermal emission from hyperbolic metamaterials. Applied Physics Letters. 2012;101(13):131106.Google Scholar
Schuller, JA, Taubner, T, Brongersma, ML. Optical antenna thermal emitters. Nature Photonics. 2009;3(11):658–661.Google Scholar
Ingvarsson, S, Klein, LJ, Au, YY, Lacey, JA, Hamann, HF. Enhanced thermal emission from individual antenna-like nanoheaters. Optics Express. 2007 Sep;15(18):11249–11254.Google Scholar
Chan, DLC, Soljačić, M, Joannopoulos, JD. Thermal emission and design in onedimensional periodic metallic photonic crystal slabs. Physical Review E. 2006 Jul;74:016609.Google Scholar
Miyazaki, HT, Ikeda, K, Kasaya, T, Yamamoto, K, Inoue, Y, Fujimura, K, et al. Thermal emission of two-color polarized infrared waves from integrated plasmon cavities. Applied Physics Letters. 2008;92(14):141114.Google Scholar
Lee, JCW, Chan, CT. Circularly polarized thermal radiation from layer-by-layer photonic crystal structures. Applied Physics Letters. 2007;90(5):051912.Google Scholar
Wu, C, Arju, N, Kelp, G, Fan, JA, Dominguez, J, Gonzales, E, et al. Spectrally selective chiral silicon metasurfaces based on infrared Fano resonances. Nature Communications. 2014;5:3892.Google Scholar
Shitrit, N, Yulevich, I, Maguid, E, Ozeri, D, Veksler, D, Kleiner, V, et al. Spin-optical metamaterial route to spin-controlled photonics. Science. 2013;340(6133): 724–726.Google Scholar
Han, SE, Norris, DJ. Beaming thermal emission from hot metallic bull’s eyes. Optics Express. 2010 Mar;18(5):4829–4837.Google Scholar
Park, JH, Han, SE, Nagpal, P, Norris, DJ. Observation of thermal beaming from tungsten and molybdenum bull’s eyes. ACS Photonics. 2016;3(3):494–500.Google Scholar
Laroche, M, Arnold, C, Marquier, F, Carminati, R, Greffet, JJ, Collin, S, et al. Highly directional radiation generated by a tungsten thermal source. Optics Letters. 2005 Oct;30(19):2623–2625.Google Scholar
Laroche, M, Carminati, R, Greffet, JJ. Coherent thermal antenna using a photonic crystal slab. Physical Review Letters. 2006;96(12):123903.Google Scholar
Shen, Y, Ye, D, Celanovic, I, Johnson, SG, Joannopoulos, JD, Soljačić, M. Optical Broadband Angular Selectivity. Science. 2014;343(6178):1499–1501.Google Scholar
Kosten, ED, Atwater, JH, Parsons, J, Polman, A, Atwater, HA. Highly efficient GaAs solar cells by limiting light emission angle. Light: Science & Applications. 2013 Jan;2(1):e45e45.Google Scholar
Chalabi, H, Alù, A, Brongersma, ML. Focused thermal emission from a nanostructured SiC surface. Physical Review B. 2016 Sep;94:094307.Google Scholar
Yu, N, Capasso, F. Flat optics with designer metasurfaces. Nature Materials. 2014;13(2):139–150.Google Scholar
Ozawa, T, Price, HM, Amo, A, Goldman, N, Hafezi, M, Lu, L, et al. Topological photonics. Review of Modern Physics. 2019 Mar;91:015006.Google Scholar
El-Ganainy, R, Makris, KG, Khajavikhan, M, Musslimani, ZH, Rotter, S, Christodoulides, DN. Non-Hermitian physics and PT symmetry. Nature Physics. 2018;14(1):11.Google Scholar
Chang, DE, Douglas, JS, González-Tudela, A, Hung, CL, Kimble, HJ. Colloquium: Quantum matter built from nanoscopic lattices of atoms and photons. Review of Modern Physics. 2018 Aug;90:031002.Google Scholar
Silveirinha, MG. Proof of the bulk-edge correspondence through a link between topological photonics and fluctuation-electrodynamics. Physical Review X. 2019 Feb;9:011037.Google Scholar
Doiron, CF, Naik, GV. Non-Hermitian selective thermal emitters using metalsemiconductor hybrid resonators. Advanced Materials. 2019;31(44):1904154.Google Scholar
Ridolfo, A, Savasta, S, Hartmann, MJ. Nonclassical radiation from thermal cavities in the ultrastrong coupling regime. Physical Review Letter. 2013 Apr;110:163601.Google Scholar
Song, B, Ganjeh, Y, Sadat, S, Thompson, D, Fiorino, A, Fernández-Hurtado, V, et al. Enhancement of near-field radiative heat transfer using polar dielectric thin films. Nature Nanotechnology. 2015;10(3):253–258.Google Scholar
Kim, K, Song, B, Fernández-Hurtado, V, Lee, W, Jeong, W, Cui, L, et al. Radiative heat transfer in the extreme near field. Nature. 2015 Dec;528(7582):387–391.Google Scholar
Fiorino, A, Zhu, L, Thompson, D, Mittapally, R, Reddy, P, Meyhofer, E. Nanogap near-field thermophotovoltaics. Nature Nanotechnology. 2018;13(9):806–811.Google Scholar
Fiorino, A, Thompson, D, Zhu, L, Song, B, Reddy, P, Meyhofer, E. Giant enhancement in radiative heat transfer in sub-30 nm gaps of plane parallel surfaces. Nano Letters. 2018;18(6):3711–3715.Google Scholar
Thompson, D, Zhu, LX, Mittapally, R, Sadat, S, Xing, Z, McArdle, P, et al. Hundred-fold enhancement in far-field radiative heat transfer over the blackbody limit. Nature. 2018;561(7722):216–+.Google Scholar
DeSutter, J, Tang, L, Francoeur, M. A near-field radiative heat transfer device. Nature Nanotechnology. 2019;14(8):751–755.Google Scholar
Tang, L, DeSutter, J, Francoeur, M. Near-field radiative heat transfer between dissimilar materials mediated by coupled surface phononand plasmon-polaritons. 2020;7(5):1304–1311.Google Scholar
Rytov, S. Theory of electrical fluctuation and thermal radiation. Academy of Science of USSR, Moscow; 1953.Google Scholar
Rytov, SM, Kravtsov, YA, Tatarskii, VI. Principles of statistical radiophysics. 3. Elements of random fields; 1989.Google Scholar
Joulain, K, Mulet, JP, Marquier, F, Carminati, R, Greffet, JJ. Surface electromagnetic waves thermally excited: Radiative heat transfer, coherence properties and Casimir forces revisited in the near field. Surface Science Reports. 2005;57(3): 59–112.Google Scholar
Polder, D, Van Hove, M. Theory of radiative heat transfer between closely spaced bodies. Physical Review B. 1971;4(10):3303–3314.Google Scholar
Narayanaswamy, A, Chen, G. Thermal near-field radiative transfer between two spheres. Physical Review B. 2008 Feb;77:075125.Google Scholar
Otey, C, Fan, S. Numerically exact calculation of electromagnetic heat transfer between a dielectric sphere and plate. Physical Review B. 2011 Dec;84:245431.Google Scholar
Wen, SB. Direct numerical simulation of near field thermal radiation based on Wiener Chaos expansion of thermal fluctuating current. Journal of Heat Transfer. 2010;132(7):072704.Google Scholar
Rodriguez, AW, Ilic, O, Bermel, P, Celanovic, I, Joannopoulos, JD, Soljačić, M, et al. Frequency-selective near-field radiative heat transfer between photonic crystal slabs: A computational approach for arbitrary geometries and materials. Physical Review Letters. 2011 Sep;107:114302.Google Scholar
Rodriguez, AW, Reid, MTH, Johnson, SG. Fluctuating-surface-current formulation of radiative heat transfer for arbitrary geometries. Physical Review B. 2012 Dec;86:220302.Google Scholar
Reid, MTH, Johnson, SG. Efficient computation of power, force, and torque in BEM scattering calculations. IEEE Transactions on Antennas and Propagation. 2015;63(8):3588–3598.Google Scholar
Edalatpour, S, Francoeur, M. The Thermal Discrete Dipole Approximation (T-DDA) for near-field radiative heat transfer simulations in three-dimensional arbitrary geometries. Journal of Quantitative Spectroscopy and Radiative Transfer. 2014;133:364–373.Google Scholar
Chapuis, PO, Volz, S, Henkel, C, Joulain, K, Greffet, JJ. Effects of spatial dispersion in near-field radiative heat transfer between two parallel metallic surfaces. Physical Review B. 2008 Jan;77:035431.Google Scholar
Singer, F, Ezzahri, Y, Joulain, K. Near field radiative heat transfer between two nonlocal dielectrics. Journal of Quantitative Spectroscopy and Radiative Transfer. 2015;154:55–62.Google Scholar
Xiong, S, Yang, K, Kosevich, YA, Chalopin, Y, D’Agosta, R, Cortona, P, et al. Classical to quantum transition of heat transfer between two silica clusters. Physical Review Letters. 2014 Mar;112:114301.Google Scholar
Klöckner, JC, Siebler, R, Cuevas, JC, Pauly, F. Thermal conductance and thermoelectric figure of merit of C60-based single-molecule junctions: Electrons, phonons, and photons. Physical Review B. 2017 Jun;95:245404.Google Scholar
Chiloyan, V, Garg, J, Esfarjani, K, Chen, G. Transition from near-field thermal radiation to phonon heat conduction at sub-nanometre gaps. Nature Communications. 2015 Apr;6(1):6755.Google Scholar
Cravalho, E, Domoto, G, Tien, C. Measurements of thermal radiation of solids at liquid-helium temperatures. In: 3rd Thermophysics Conference; 1968. p. 774.Google Scholar
Hargreaves, CM. Anomalous radiative transfer between closely-spaced bodies. Physics Letters A. 1969;30(9):491–492.Google Scholar
Domoto, GA, Boehm, RF, Tien, CL. Experimental investigation of radiative transfer between metallic surfaces at cryogenic temperatures. Journal of Heat Transfer. 1970 Aug;92(3):412–416.Google Scholar
Narayanaswamy, A, Shen, S, Chen, G. Near-field radiative heat transfer between a sphere and a substrate. Physical Review B. 2008 Sep;78:115303.Google Scholar
Shen, S, Narayanaswamy, A, Chen, G. Surface phonon polaritons mediated energy transfer between nanoscale gaps. Nano Letters. 2009;9(8):2909–2913.Google Scholar
Rousseau, E, Siria, A, Jourdan, G, Volz, S, Comin, F, Chevrier, J, et al. Radiative heat transfer at the nanoscale. Nature Photonics. 2009 Sep;3(9):514–517.Google Scholar
Hu, L, Narayanaswamy, A, Chen, X, Chen, G. Near-field thermal radiation between two closely spaced glass plates exceeding Planck’s blackbody radiation law. Applied Physics Letters. 2008;92(13):133106.Google Scholar
Ottens, RS, Quetschke, V, Wise, S, Alemi, AA, Lundock, R, Mueller, G, et al. Near-field radiative heat transfer between macroscopic planar surfaces. Physical Review Letters. 2011 Jun;107:014301.Google Scholar
Bernardi, MP, Milovich, D, Francoeur, M. Radiative heat transfer exceeding the blackbody limit between macroscale planar surfaces separated by a nanosize vacuum gap. Nature Communications. 2016 Sep;7(1):12900.Google Scholar
Ghashami, M, Geng, H, Kim, T, Iacopino, N, Cho, SK, Park, K. Precision measurement of phonon-polaritonic near-field energy transfer between macroscale planar structures under large thermal gradients. Physical Review Letters. 2018 Apr;120:175901.Google Scholar
St-Gelais, R, Guha, B, Zhu, LX, Fan, SH, Lipson, M. Demonstration of strong nearfield radiative heat transfer between integrated nanostructures. Nano Letters. 2014;14(12):6971–6975.Google Scholar
St-Gelais, R, Zhu, LX, Fan, SH, Lipson, M. Near-field radiative heat transfer between parallel structures in the deep subwavelength regime. Nature Nanotechnology. 2016;11(6):515–+.Google Scholar
Song, B, Thompson, D, Fiorino, A, Ganjeh, Y, Reddy, P, Meyhofer, E. Radiative Heat Conductances between Dielectric and Metallic Parallel Plates with Nanoscale Gaps. Nature Nanotechnology. 2016;11(6):509–+.Google Scholar
Kittel, A, Müller-Hirsch, W, Parisi, J, Biehs, SA, Reddig, D, Holthaus, M. Nearfield heat transfer in a scanning thermal microscope. Physical Review Letters. 2005 Nov;95:224301.Google Scholar
Worbes, L, Hellmann, D, Kittel, A. Enhanced near-field heat flow of a monolayer dielectric Island. Physical Review Letters. 2013 Mar;110:134302.Google Scholar
Cui, L, Jeong, W, Fernández-Hurtado, V, Feist, J, García-Vidal, FJ, Cuevas, JC, et al. Study of radiative heat transfer in Ångströmand nanometre-sized gaps. Nature Communications. 2017 Feb;8(1):14479.Google Scholar
Kloppstech, K, Könne, N, Biehs, SA, Rodriguez, AW, Worbes, L, Hellmann, D, et al. Giant heat transfer in the crossover regime between conduction and radiation. Nature Communications. 2017 Feb;8(1):14475.Google Scholar
Cui, L, Jeong, W, Hur, S, Matt, M, Klöckner, JC, Pauly, F, et al. Quantized thermal transport in single-atom junctions. Science. 2017;355(6330):1192–1195.Google Scholar
Mosso, N, Drechsler, U, Menges, F, Nirmalraj, P, Karg, S, Riel, H, et al. Heat transport through atomic contacts. Nature Nanotechnology. 2017 May;12(5):430–433.Google Scholar
Jackson, JD. Classical electrodynamics. 3rd ed. John Wiley & Sons; 1998.Google Scholar
Greiner, W. Classical electrodynamics. Springer; 1998.Google Scholar
Landau, LD, Bell, J, Kearsley, M, Pitaevskii, L, Lifshitz, E, Sykes, J. Electrodynamics of continuous media. vol. 8. Elsevier; 2013.Google Scholar
Chen, G, Borca-Tasciuc, D, Yang, R. Nanoscale heat transfer. Encyclopedia of Nanoscience and Nanotechnology. 2004;7(1):429–459.Google Scholar
Wolf, E, Nieto-Vesperinas, M. Analyticity of the angular spectrum amplitude of scattered fields and some of its consequences. Journal of the Optical Society of America A. 1985 Jun;2(6):886–890.Google Scholar
Callaway, J. Quantum theory of the solid state. Academic Press; 1991.Google Scholar
Fox, M. Optical properties of solids. vol. 3. Oxford University Press; 2010.Google Scholar
Johnson, PB, Christy, RW. Optical constants of the noble metals. Physical Review B. 1972 Dec;6:4370–4379.Google Scholar
Ordal, MA, Bell, RJ, Alexander, RW, Long, LL, Querry, MR. Optical properties of fourteen metals in the infrared and far infrared: Al, Co, Cu, Au, Fe, Pb, Mo, Ni, Pd, Pt, Ag, Ti, V, and W. Applied Optics. 1985 Dec;24(24):4493–4499.Google Scholar
Kerker, M. The scattering of light and other electromagnetic radiation. Academic Press; 1969.Google Scholar
Ishimaru, A. Wave propagation and scattering in random media. vol. 2. Academic Press; 1978.Google Scholar
Leung Tsang, JAK, Ding, KH. Scattering of electromagnetic waves, theories and applications. vol. 1. Wiley; 2000.Google Scholar
Stratton, J. Electromagnetic theory. McGraw-Hill; 1941.Google Scholar
Tribelsky, MI, Luk’yanchuk, BS. Anomalous light scattering by small particles. Physical Review Letters. 2006 Dec;97:263902.Google Scholar
Kuznetsov, AI, Miroshnichenko, AE, Brongersma, ML, Kivshar, YS, Luk’yanchuk, B. Optically resonant dielectric nanostructures. Science. 2016; 354(6314):aag2472.Google Scholar
Abramowitz, M, Stegun, IA. Handbook of mathematical functions: With formulas, graphs, and mathematical tables. vol. 55. Courier Corporation; 1964.Google Scholar
Bohren, CF, Koh, G. Forward-scattering corrected extinction by nonspherical particles. Applied Optics. 1985 Apr;24(7):1023–1029.Google Scholar
Mishchenko, MI, Hovenier, JW, Travis, LD. Light scattering by nonspherical particles: Theory, measurements, and applications. Academic Press; 1999.Google Scholar
Yeh, C. Perturbation approach to the diffraction of electromagnetic waves by arbitrarily shaped dielectric obstacles. Physical Review. 1964 Aug;135: A1193A1201.Google Scholar
Yeh, C. Scattering by liquid-coated prolate spheroids. The Journal of the Acoustical Society of America. 1969;46(3B):797–801.Google Scholar
Waterman, PC. Matrix formulation of electromagnetic scattering. Proceedings of the IEEE. 1965 Aug;53(8):805–812.Google Scholar
Peterson, B, Ström, S. T -matrix formulation of electromagnetic scattering from multilayered scatterers. Physical Review D. 1974 Oct;10:2670–2684.Google Scholar
Mackowski, DW, Mishchenko, MI. Calculation of the T matrix and the scattering matrix for ensembles of spheres. Journal of the Optical Society of America A. 1996 Nov;13(11):2266–2278.Google Scholar
Mackowski, DW, Mishchenko, MI. Direct simulation of extinction in a slab of spherical particles. Journal of Quantitative Spectroscopy and Radiative Transfer. 2013;123:103–112.Google Scholar
Yurkin, MA, Hoekstra, AG. The discrete dipole approximation: An overview and recent developments. Journal of Quantitative Spectroscopy and Radiative Transfer. 2007;106(1):558–589.Google Scholar
Purcell, EM, Pennypacker, CR. Scattering and absorption of light by nonspherical dielectric grains. The Astrophysical Journal. 1973 Dec;186:705–714.Google Scholar
Draine, BT. The discrete-dipole approximation and its application to interstellar graphite grains. The Astrophysical Journal. 1988 Oct;333:848.Google Scholar
Draine, BT, Goodman, J. Beyond Clausius-Mossotti: Wave propagation on a polarizable point lattice and the discrete dipole approximation. The Astrophysical Journal. 1993 Mar;405:685.Google Scholar
Draine, BT, Flatau, PJ. Discrete-dipole approximation for scattering calculations. Journal of the Optical Society of America A. 1994 Apr;11(4):1491–1499.Google Scholar
Extinction, Markel VA., scattering and absorption of electromagnetic waves in the coupled-dipole approximation. Journal of Quantitative Spectroscopy and Radiative Transfer. 2019;236:106611.Google Scholar
Yurkin, MA, Hoekstra, AG. The discrete-dipole-approximation code ADDA: Capabilities and known limitations. Journal of Quantitative Spectroscopy and Radiative Transfer. 2011;112(13):2234–2247.Google Scholar
Mahan, GD. Many-particle physics. Springer Science & Business Media; 2013.Google Scholar
Doicu, A, Mishchenko, MI. Overview of methods for deriving the radiative transfer theory from the Maxwell equations. I: Approach based on the far-field Foldy equations. Journal of Quantitative Spectroscopy and Radiative Transfer. 2018;220:123–139.Google Scholar
Doicu, A, Mishchenko, MI. An overview of methods for deriving the radiative transfer theory from the Maxwell equations. II: Approach based on the Dyson and Bethe–Salpeter equations. Journal of Quantitative Spectroscopy and Radiative Transfer. 2019;224:25–36.Google Scholar
Doicu, A, Mishchenko, MI. Electromagnetic scattering by discrete random media. I: The dispersion equation and the configuration-averaged exciting field. Journal of Quantitative Spectroscopy and Radiative Transfer. 2019;230:282–303.Google Scholar
Doicu, A, Mishchenko, MI. Electromagnetic scattering by discrete random media. II: The coherent field. Journal of Quantitative Spectroscopy and Radiative Transfer. 2019;230:86–105.Google Scholar
Doicu, A, Mishchenko, MI. Electromagnetic scattering by discrete random media. III: The vector radiative transfer equation. Journal of Quantitative Spectroscopy and Radiative Transfer. 2019;236:106564.Google Scholar
Doicu, A, Mishchenko, MI. Electromagnetic scattering by discrete random media. IV: Coherent backscattering. Journal of Quantitative Spectroscopy and Radiative Transfer. 2019;236:106565.Google Scholar
Čapeta, D, Radić, J, Szameit, A, Segev, M, Buljan, H. Anderson localization of partially incoherent light. Physical Review A. 2011 Jul;84:011801.Google Scholar
Auger, JC, Stout, B. Dependent light scattering in white paint films: Clarification and application of the theoretical concepts. Journal of Coatings Technology and Research. 2012 May;9(3):287–295.Google Scholar
Labeyrie, G, Vaujour, E, Müller, CA, Delande, D, Miniatura, C, Wilkowski, D, et al. Slow diffusion of light in a cold atomic cloud. Physical Review Letters. 2003 Nov;91:223904.Google Scholar
Stephen, MJ, Cwilich, G. Intensity correlation functions and fluctuations in light scattered from a random medium. Physical Review Letters. 1987 Jul;59:285–287.Google Scholar
Stephen, MJ. Temporal fluctuations in wave propagation in random media. Physical Review B. 1988 Jan;37:1–5.Google Scholar
Mishchenko, MI, Dlugach, JM, Yurkin, MA, Bi, L, Cairns, B, Liu, L, et al. Firstprinciples modeling of electromagnetic scattering by discrete and discretely heterogeneous random media. Physics Reports. 2016;632:1–75.Google Scholar
Etemad, S, Thompson, R, Andrejco, MJ. Weak localization of photons: Universal fluctuations and ensemble averaging. Physical Review Letters. 1986 Aug;57: 575–578.Google Scholar
Feng, S, Kane, C, Lee, PA, Stone, AD. Correlations and fluctuations of coherent wave transmission through disordered media. Physical Review Letters. 1988 Aug;61:834–837.Google Scholar
Kaiser, R. Quantum multiple scattering. Journal of Modern Optics. 2009; 56(18–19):2082–2088.Google Scholar
Smolka, S, Huck, A, Andersen, UL, Lagendijk, A, Lodahl, P. Observation of spatial quantum correlations induced by multiple scattering of nonclassical light. Physical Review Letters. 2009 May;102:193901.Google Scholar
Ott, JR, Mortensen, NA, Lodahl, P. Quantum interference and entanglement induced by multiple scattering of light. Physical Review Letters. 2010 Aug;105:090501.Google Scholar
Alberucci, A, Jisha, CP, Bolis, S, Beeckman, J, Nolte, S. Interplay between multiple scattering and optical nonlinearity in liquid crystals. Optics Letters. 2018 Aug;43(15):3461–3464.Google Scholar
Angelani, L, Conti, C, Ruocco, G, Zamponi, F. Glassy behavior of light. Physical Review Letters. 2006 Feb;96:065702.Google Scholar
Conti, C, Angelani, L, Ruocco, G. Light diffusion and localization in three-dimensional nonlinear disordered media. Physical Review A. 2007 Mar;75:033812.Google Scholar
Lee, S. Dependent scattering of an obliquely incident plane wave by a collection of parallel cylinders. Journal of Applied Physics. 1990;68(10):4952–4957.Google Scholar
Lee, SC. Scattering by closely-spaced radially-stratified parallel cylinders. Journal of Quantitative Spectroscopy and Radiative Transfer. 1992;48(2):119–130.Google Scholar
Lee, SC. Dependent vs independent scattering in fibrous composites containing parallel fibers. Journal of Thermophysics and Heat Transfer. 1994;8(4):641–646.Google Scholar
Lee, SC. A general solution for scattering by infinite cylinders in the presence of an interface. Journal of Quantitative Spectroscopy and Radiative Transfer. 2019;235:140–161.Google Scholar
Tsang, L, Kong, JA, Ding, KH, Ao, CO. Scattering of electromagnetic waves: Numerical simulations. vol. 25. John Wiley & Sons; 2004.Google Scholar
Frisch, U. Wave propagation in random media. Probabilistic methods in applied mathematics. 1968:75–198.Google Scholar
Ishimaru, A. Theory and application of wave propagation and scattering in random media. Proceedings of the IEEE. 1977 July;65(7):1030–1061.Google Scholar
Barabanenkov, YN, Kravtsov, YA, Rytov, SM, Tamarskiĭ, VI. Status of the theory of propagation of waves in a randomly inhomogeneous medium. Soviet Physics Uspekhi. 1971 May;13(5):551–575.Google Scholar
Barabanenkov, YN, Zurk, LM, Barabanenkov, MY. Poynting’s theorem and electromagnetic wave multiple scattering in dense media near resonance: Modified radiative transfer equation. Journal of Electromagnetic Waves and Applications. 1995;9(11–12):1393–1420.Google Scholar
Tsang, L, Kong, JA. Multiple scattering of electromagnetic waves by random distributions of discrete scatterers with coherent potential and quantum mechanical formalism. Journal of Applied Physics. 1980;51(7):3465–3485.Google Scholar
Tsang, L, Kong, JA, Shin, RT. Theory of microwave remote sensing. John Wiley & Sons; 1985.Google Scholar
Wang, BX, Zhao, CY. The dependent scattering effect on radiative properties of micro/nanoscale discrete disordered media. Annual Review of Heat Transfer. 2020;23:231–353.Google Scholar
Tsang, L. Van de Hulst essay: Multiple scattering of waves by discrete scatterers and rough surfaces. Journal of Quantitative Spectroscopy and Radiative Transfer. 2019;224:566–587.Google Scholar
Page, JH, Sheng, P, Schriemer, HP, Jones, I, Jing, X, Weitz, DA. Group velocity in strongly scattering media. Science. 1996;271(5249):634–637.Google Scholar
Barrera, RG, Reyes-Coronado, A, García-Valenzuela, A. Nonlocal nature of the electrodynamic response of colloidal systems. Physical Review B. 2007 May;75:184202.Google Scholar
Gower, AL, Abrahams, ID, Parnell, WJ. A proof that multiple waves propagate in ensemble-averaged particulate materials. Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences. 2019;475(2229):20190344.Google Scholar
de Vries, P, van Coevorden, DV, Lagendijk, A. Point scatterers for classical waves. Reviews of Modern Physics. 1998 Apr;70:447–466.Google Scholar
Cherroret, N, Delande, D, van Tiggelen, BA. Induced dipole-dipole interactions in light diffusion from point dipoles. Physical Review A. 2016;94:012702.Google Scholar
Barabanenkov, YN. Multiple scattering of waves by ensembles of particles and the theory of radiation transport. Soviet Physics Uspekhi. 1975;18(9):673.Google Scholar
Kugo, T, Mitchard, MG. The chiral Ward-Takahashi identity in the ladder approximation. Physics Letters B. 1992;282(1):162–170.Google Scholar
Varadan, VV, Ma, Y, Varadan, VK. Propagator model including multipole fields for discrete random media. Journal of Optical Society America A. 1985 Dec;2(12):2195–2201.Google Scholar
Lamb, W, Wood, DM, Ashcroft, NW. Long-wavelength electromagnetic propagation in heterogeneous media. Physical Review B. 1980 Mar;21:2248–2266.Google Scholar
Tsang, L, Kong, JA. Effective propagation constants for coherent electromagnetic wave propagation in media embedded with dielectric scatters. Journal of Applied Physics. 1982;53(11):7162–7173.Google Scholar
Xu, YL, Gustafson, BAS. A generalized multiparticle Mie-solution: Further experimental verification. Journal of Quantitative Spectroscopy and Radiative Transfer. 2001;70(4):395–419.Google Scholar
Mackowski, DW, Mishchenko, MI. A multiple sphere T-matrix Fortran code for use on parallel computer clusters. Journal of Quantitative Spectroscopy and Radiative Transfer. 2011;112(13):2182–2192.Google Scholar
Pitman, KM, Kolokolova, L, Verbiscer, AJ, Mackowski, DW, Joseph, ECS. Coherent backscattering effect in spectra of icy satellites and its modeling using multi-sphere T-matrix (MSTM) code for layers of particles. Planetary and Space Science. 2017;149:23–31.Google Scholar
Stout, B, Auger, JC, Lafait, J. A transfer matrix approach to local field calculations in multiple-scattering problems. Journal of Modern Optics. 2002;49(13):2129–2152.Google Scholar
Wang, Y, Chew, WC. A recursive T-matrix approach for the solution of electromagnetic scattering by many spheres. IEEE Transactions on Antennas and Propagation. 1993 Dec;41(12):1633–1639.Google Scholar
Egel, A, Pattelli, L, Mazzamuto, G, Wiersma, DS, Lemmer, U. CELES: CUDA-accelerated simulation of electromagnetic scattering by large ensembles of spheres. Journal of Quantitative Spectroscopy and Radiative Transfer. 2017;199:103–110.Google Scholar
Varadan, VK, Bringi, VN, Varadan, VV. Coherent electromagnetic wave propagation through randomly distributed dielectric scatterers. Physical Review D. 1979 Apr;19:2480–2489.Google Scholar
Bertrand, M, Devilez, A, Hugonin, JP, Lalanne, P, Vynck, K. Global polarizability matrix method for efficient modeling of light scattering by dense ensembles of non-spherical particles in stratified media. Journal of the Optical Society of America A. 2020 Jan;37(1):70–83.Google Scholar
Doicu, A, Wriedt, T. Near-field computation using the null-field method. Journal of Quantitative Spectroscopy and Radiative Transfer. 2010;111(3):466–473.Google Scholar
Forestiere, C, Iadarola, G, Negro, LD, Miano, G. Near-field calculation based on the T-matrix method with discrete sources. Journal of Quantitative Spectroscopy and Radiative Transfer. 2011;112(14):2384–2394.Google Scholar
Egel, A, Theobald, D, Donie, Y, Lemmer, U, Gomard, G. Light scattering by oblate particles near planar interfaces: On the validity of the T-matrix approach. Optics Express. 2016 Oct;24(22):25154–25168.Google Scholar
Egel, A, Eremin, Y, Wriedt, T, Theobald, D, Lemmer, U, Gomard, G. Extending the applicability of the T-matrix method to light scattering by flat particles on a substrate via truncation of sommerfeld integrals. Journal of Quantitative Spectroscopy and Radiative Transfer. 2017;202:279–285.Google Scholar
Theobald, D, Egel, A, Gomard, G, Lemmer, U. Plane-wave coupling formalism for T -matrix simulations of light scattering by nonspherical particles. Physical Review A. 2017 Sep;96:033822.Google Scholar
Gimbutas, Z, Greengard, L. Fast multi-particle scattering: A hybrid solver for the Maxwell equations in microstructured materials. Journal of Computational Physics. 2013;232(1):22–32.Google Scholar
Lai, J, Kobayashi, M, Greengard, L. A fast solver for multi-particle scattering in a layered medium. Optics Express. 2014 Aug;22(17):20481–20499.Google Scholar
Blankrot, B, Heitzinger, C. Efficient computational design and optimization of dielectric metamaterial structures. IEEE Journal on Multiscale and Multiphysics Computational Techniques. 2019;4:234–244.Google Scholar
Martin, PA. On connections between boundary integral equations and T-matrix methods. Engineering Analysis with Boundary Elements. 2003;27(7):771–777.Google Scholar
Gumerov, NA, Duraiswami, R. A scalar potential formulation and translation theory for the time-harmonic Maxwell equations. Journal of Computational Physics. 2007;225(1):206–236.Google Scholar
Greengard, L, Rokhlin, V. A fast algorithm for particle simulations. Journal of Computational Physics. 1987;73(2):325–348.Google Scholar
Engheta, N, Murphy, WD, Rokhlin, V, Vassiliou, MS. The fast multipole method (FMM) for electromagnetic scattering problems. IEEE Transactions on Antennas and Propagation. 1992 June;40(6):634–641.Google Scholar
Cheng, H, Crutchfield, WY, Gimbutas, Z, Greengard, LF, Ethridge, JF, Huang, J, et al. A wideband fast multipole method for the Helmholtz equation in three dimensions. Journal of Computational Physics. 2006;216(1):300–325.Google Scholar
Markkanen, J, Yuffa, AJ. Fast superposition T-matrix solution for clusters with arbitrarily-shaped constituent particles. Journal of Quantitative Spectroscopy and Radiative Transfer. 2017;189:181–188.Google Scholar
Maier, SA, Brongersma, ML, Kik, PG, Atwater, HA. Observation of near-field coupling in metal nanoparticle chains using far-field polarization spectroscopy. Phys Rev B. 2002 May;65:193408.Google Scholar
Gunnarsson, L, Rindzevicius, T, Prikulis, J, Kasemo, B, Käll, M, Zou, S, et al. Confined plasmons in nanofabricated single silver particle pairs: Experimental observations of strong interparticle interactions. The Journal of Physical Chemistry B. 2005;109(3):1079–1087.Google Scholar
Auguié, B, Barnes, WL. Collective resonances in gold nanoparticle arrays. Physical Review Letters. 2008 Sep;101:143902.Google Scholar
Auguié, B, Barnes, WL. Diffractive coupling in gold nanoparticle arrays and the effect of disorder. Optics Letters. 2009 Feb;34(4):401–403.Google Scholar
Taylor, RW, Esteban, R, Mahajan, S, Coulston, R, Scherman, OA, Aizpurua, J, et al. Simple composite dipole model for the optical modes of stronglycoupled plasmonic nanoparticle aggregates. The Journal of Physical Chemistry C. 2012;116(47):25044–25051.Google Scholar
Kravets, VG, Schedin, F, Pisano, G, Thackray, B, Thomas, PA, Grigorenko, AN. Nanoparticle arrays: From magnetic response to coupled plasmon resonances. Physical Review B. 2014 Sep;90:125445.Google Scholar
Kupriyanov, DV, Sokolov, IM, Havey, MD. Mesoscopic coherence in light scattering from cold, optically dense and disordered atomic systems. Physics Reports. 2017;671:1–60.Google Scholar
Guerin, W, Araújo, MO, Kaiser, R. Subradiance in a large cloud of cold atoms. Physical Review Letters. 2016 Feb;116:083601.Google Scholar
Chandrasekhar, S. Radiative transfer. Clarendon Press; 1950.Google Scholar
Collett, E, Foley, JT, Wolf, E. On an investigation of Tatarskii into the relationship between coherence theory and the theory of radiative transfer∗. Journal of the Optical Society of America. 1977 Apr;67(4):465–467.Google Scholar
Fante, RL. Relationship between radiative-transport theory and Maxwell’s equations in dielectric media. Journal of the Optical Society of America. 1981 Apr;71(4):460–468.Google Scholar
van Tiggelen, B, Stark, H. Nematic liquid crystals as a new challenge for radiative transfer. Reviews of Modern Physics. 2000 Oct;72:1017–1039.Google Scholar
Cazé, A, Schotland, JC. Diagrammatic and asymptotic approaches to the origins of radiative transport theory: Tutorial. Journal of the Optical Society of America A. 2015 Aug;32(8):1475–1484.Google Scholar
Vynck, K, Pierrat, R, Carminati, R. Multiple scattering of polarized light in disordered media exhibiting short-range structural correlations. Physical Review 2016 Sep;94:033851.Google Scholar
van der Mark, MB, van Albada, MP, Lagendijk, A. Light scattering in strongly scattering media: Multiple scattering and weak localization. Physical Review B. 1988 Mar;37:3575–3592.Google Scholar
Akkermans, E, Wolf, PE, Maynard, R. Coherent backscattering of light by disordered media: Analysis of the peak line shape. Physical Review Letters. 1986 Apr;56:1471–1474.Google Scholar
Akkermans, E, Wolf, P, Maynard, R, Maret, G. Theoretical study of the coherent backscattering of light by disordered media. J de Phys (France). 1988;49(1): 77–98.Google Scholar
Mishchenko, MI, Dlugach, JM. Can weak localization of photons explain the opposition effect of Saturn’s rings? Monthly Notices of the Royal Astronomical Society. 1992 01;254(1):15P–18P.Google Scholar
Mandt, CE, Kuga, Y, Tsang, L, Ishimaru, A. Microwave propagation and scattering in a dense distribution of non-tenuous spheres: Experiment and theory. Waves in Random Media. 1992;2(3):225–234.Google Scholar
Tsang, L, Chang, TC. Dense media radiative transfer theory based on quasicrystalline approximation with applications to passive microwave remote sensing of snow. Radio Science. 2000;35(3):731–749.Google Scholar
Liang, D, Xu, X, Tsang, L, Andreadis, KM, Josberger, EG. The effects of layers in dry snow on its passive microwave emissions using dense media radiative transfer theory based on the quasicrystalline approximation (QCA/DMRT). IEEE Transactions on Geoscience and Remote Sensing. 2008 Nov;46(11):3663–3671.Google Scholar
Picard, G, Brucker, L, Roy, A, Dupont, F, Fily, M, Royer, A, et al. Simulation of the microwave emission of multi-layered snowpacks using the Dense Media Radiative transfer theory: The DMRT-ML model. Geoscientific Model Development. 2013;6(4):1061–1078.Google Scholar
van Albada, MP, van Tiggelen, BA, Lagendijk, A, Tip, A. Speed of propagation of classical waves in strongly scattering media. Physical Review Letters. 1991 Jun;66:3132–3135.Google Scholar
Störzer, M, Gross, P, Aegerter, CM, Maret, G. Observation of the critical regime near Anderson localization of light. Physical Review Letters. 2006 Feb;96:063904.Google Scholar
Aubry, GJ, Schertel, L, Chen, M, Weyer, H, Aegerter, CM, Polarz, S, et al. Resonant transport and near-field effects in photonic glasses. Physical Review A. 2017 Oct;96:043871.Google Scholar
van Tiggelen, BA, Lagendijk, A, Wiersma, DS. Reflection and transmission of waves near the localization threshold. Physical Review Letters. 2000 May;84:4333–4336.Google Scholar
Tian, CS, Cheung, SK, Zhang, ZQ. Local diffusion theory for localized waves in open media. Physical Review Letters. 2010 Dec;105:263905.Google Scholar
Yamilov, AG, Sarma, R, Redding, B, Payne, B, Noh, H, Cao, H. Positiondependent diffusion of light in disordered waveguides. Physics Review Letters. 2014 Jan;112:023904.Google Scholar
Hu, H, Strybulevych, A, Page, JH, Skipetrov, SE, van Tiggelen, BA. Localization of ultrasound in a three-dimensional elastic network. Nature Physics. 2008;4(12):945–948.Google Scholar
Zhang, ZQ, Chabanov, AA, Cheung, SK, Wong, CH, Genack, AZ. Dynamics of localized waves: Pulsed microwave transmissions in quasi-one-dimensional media. Physical Review B. 2009 Apr;79:144203.Google Scholar
Haberko, J, Froufe-Pérez, LS, Scheffold, F. Transition from light diffusion to localization in three-dimensional hyperuniform dielectric networks near the band edge. arXiv e-prints. 2018 Dec:arXiv:1812.02095.Google Scholar
Akkermans, E, Montambaux, G. Mesoscopic physics of electrons and photons. Cambridge University Press; 2007.Google Scholar
Reufer, M, Rojas-Ochoa, LF, Eiden, S, Sáenz, JJ, Scheffold, F. Transport of light in amorphous photonic materials. Applied Physics Letters. 2007;91(17):171904.Google Scholar
Xiao, M, Hu, Z, Wang, Z, Li, Y, Tormo, AD, Le Thomas, N, et al. Bioinspired bright noniridescent photonic melanin supraballs. Science Advances. 2017;3(9):e1701151.Google Scholar
Liew, SF, Forster, J, Noh, H, Schreck, CF, Saranathan, V, Lu, X, et al. Short-range order and near-field effects on optical scattering and structural coloration. Optics Express. 2011;19(9):8208–8217.Google Scholar
Skipetrov, SE, Sokolov, IM. Absence of Anderson localization of light in a random ensemble of point scatterers. Physical Review Letters. 2014;112:023905.Google Scholar
MM EJ, E SS. Longitudinal optical fields in light scattering from dielectric spheres and Anderson localization of light. Annalen der Physik. 2017;529(8):1700039.Google Scholar
Schirmacher, W, Abaie, B, Mafi, A, Ruocco, G, Leonetti, M. What is the right theory for Anderson localization of light? An experimental test. Physical Review Letters. 2018 Feb;120:067401.Google Scholar
Silies, M, Mascheck, M, Leipold, D, Kollmann, H, Schmidt, S, Sartor, J, et al. Nearfield-assisted localization: Effect of size and filling factor of randomly distributed zinc oxide nanoneedles on multiple scattering and localization of light. Applied Physics B. 2016;122(7):181.Google Scholar
Pierrat, R, Carminati, R. Spontaneous decay rate of a dipole emitter in a strongly scattering disordered environment. Physical Review A. 2010;81:063802.Google Scholar
Tishkovets, VP, Jockers, K. Multiple scattering of light by densely packed random media of spherical particles: Dense media vector radiative transfer equation. Journal of Quantitative Spectroscopy and Radiative Transfer. 2006;101(1): 54–72.Google Scholar
Petrova, EV, Tishkovets, VP, Jockers, K. Modeling of opposition effects with ensembles of clusters: Interplay of various scattering mechanisms. Icarus. 2007;188(1):233–245.Google Scholar
Tishkovets, VP. Light scattering by closely packed clusters: Shielding of particles by each other in the near field. Journal of Quantitative Spectroscopy and Radiative Transfer. 2008;109(16):2665–2672.Google Scholar
Tishkovets, VP, Petrova, EV, Mishchenko, MI. Scattering of electromagnetic waves by ensembles of particles and discrete random media. Journal of Quantitative Spectroscopy and Radiative Transfer. 2011;112(13):2095–2127.Google Scholar
Tishkovets, VP, Petrova, EV. Light scattering by densely packed systems of particles: Near-field effects. Springer Berlin Heidelberg; 2013. pp. 3–36.Google Scholar
Shen, Z, Dogariu, A. Meaning of phase in subwavelength elastic scattering. Optica. 2019 Apr;6(4):455–459.Google Scholar
van Tiggelen, BA, Lagendijk, A, Tip, A. Multiple-scattering effects for the propagation of light in 3D slabs. Journal of Physics: Condensed Matter. 1990;2(37):7653.Google Scholar
van Tiggelen, BA, Lagendijk, A. Resonantly induced dipole-dipole interactions in the diffusion of scalar waves. Physical Review B. 1994 Dec;50:16729–16732.Google Scholar
Fraden, S, Maret, G. Multiple light scattering from concentrated, interacting suspensions. Physical Review Letters. 1990 Jul;65:512–515.Google Scholar
Froufe-Pérez, LS, Engel, M, Sáenz, JJ, Scheffold, F. Band gap formation and Anderson localization in disordered photonic materials with structural correlations. Proceedings of the National Academy of Sciences. 2017;114(36):9570–9574.Google Scholar
Liu, MQ, Zhao, CY, Wang, BX, Fang, X. Role of short-range order in manipulating light absorption in disordered media. Journal of the Optical Society of America 2018 Mar;35(3):504–513.Google Scholar
Wertheim, MS. Exact solution of the Percus-Yevick integral equation for hard spheres. Physical Review Letters. 1963 Apr;10:321–323.Google Scholar
Mishchenko, MI, Goldstein, DH, Chowdhary, J, Lompado, A. Radiative transfer theory verified by controlled laboratory experiments. Optics Letters. 2013 Sep;38(18):3522–3525.Google Scholar
Mishchenko, MI. Asymmetry parameters of the phase function for densely packed scattering grains. Journal of Quantitative Spectroscopy and Radiative Transfer. 1994;52(1):95–110.Google Scholar
Leseur, O, Pierrat, R, Carminati, R. High-density hyperuniform materials can be transparent. Optica. 2016 Jul;3(7):763–767.Google Scholar
Froufe-Pérez, LS, Engel, M, Damasceno, PF, Muller, N, Haberko, J, Glotzer, SC, et al. Role of short-range order and hyperuniformity in the formation of band gaps in disordered photonic materials. Physical Review Letters. 2016;117:053902.Google Scholar
Baxter, RJ. Percus–Yevick equation for hard spheres with surface adhesion. The Journal of the Chemical Physics. 1968;49(6):2770–2774.Google Scholar
Frenkel, D. Playing tricks with designer “Atoms.” Science. 2002;296(5565):65–66.Google Scholar
Bressel, L, Hass, R, Reich, O. Particle sizing in highly turbid dispersions by Photon Density Wave spectroscopy. Journal of Quantitative Spectroscopy and Radiative Transfer. 2013;126:122–129.Google Scholar
Sudiarta, IW, Chylek, P. Mie-scattering formalism for spherical particles embedded in an absorbing medium. Journal of the Optical Society of America A. 2001 Jun;18(6):1275–1278.Google Scholar
Fu, Q, Sun, W. Mie theory for light scattering by a spherical particle in an absorbing medium. Applied Optics. 2001 Mar;40(9):1354–1361.Google Scholar
Yang, P, Gao, BC, Wiscombe, WJ, Mishchenko, MI, Platnick, SE, Huang, HL, et al. Inherent and apparent scattering properties of coated or uncoated spheres embedded in an absorbing host medium. Applied Optics. 2002 May;41(15): 2740–2759.Google Scholar
Videen, G, Sun, W. Yet another look at light scattering from particles in absorbing media. Applied Optics. 2003 Nov;42(33):6724–6727.Google Scholar
Yin, J, Pilon, L. Efficiency factors and radiation characteristics of spherical scatterers in an absorbing medium. Journal of the Optical Society of America A. 2006 Nov;23(11):2784–2796.Google Scholar
Aernouts, B, Watté, R, Beers, RV, Delport, F, Merchiers, M, Block, JD, et al. Flexible tool for simulating the bulk optical properties of polydisperse spherical particles in an absorbing host: Experimental validation. Optics Express. 2014 Aug;22(17):20223–20238.Google Scholar
Mishchenko, MI, Videen, G, Yang, P. Extinction by a homogeneous spherical particle in an absorbing medium. Optics Letters. 2017 Dec;42(23):4873–4876.Google Scholar
Mishchenko, MI, Yang, P. Far-field Lorenz–Mie scattering in an absorbing host medium: Theoretical formalism and FORTRAN program. Journal of Quantitative Spectroscopy and Radiative Transfer. 2018;205:241–252.Google Scholar
Mishchenko, MI, Yurkin, MA, Cairns, B. Scattering of a damped inhomogeneous plane wave by a particle in a weakly absorbing medium. OSA Continuum. 2019 Aug;2(8):2362–2368.Google Scholar
Lee, JY, Peumans, P. The origin of enhanced optical absorption in solar cells with metal nanoparticles embedded in the active layer. Optics Express. 2010 May;18(10):10078–10087.Google Scholar
Nagel, JR, Scarpulla, MA. Enhanced absorption in optically thin solar cells by scattering from embedded dielectric nanoparticles. Optics Express. 2010 Jun;18(S2):A139–A146.Google Scholar
Chen, L, Zhou, Y, Li, Y, Hong, M. Microsphere enhanced optical imaging and patterning: From physics to applications. Applied Physics Reviews. 2019;6(2):021304.Google Scholar
Mishchenko, MI. Multiple scattering by particles embedded in an absorbing medium. 1. Foldy–Lax equations, order-of-scattering expansion, and coherent field. Optics Express. 2008 Feb;16(3):2288–2301.Google Scholar
Mishchenko, MI. Multiple scattering by particles embedded in an absorbing medium. 2. Radiative transfer equation. Journal of Quantitative Spectroscopy and Radiative Transfer. 2008;109(14):2386–2390.Google Scholar
Durant, S, Calvo-Perez, O, Vukadinovic, N, Greffet, JJ. Light scattering by a random distribution of particles embedded in absorbing media: Diagrammatic expansion of the extinction coefficient. Journal of the Optical Society of America 2007 Sep;24(9):2943–2952.Google Scholar
Dick, VP, Ivanov, AP. Extinction of light in dispersive media with high particle concentrations : Applicability limits of the interference approximation. Journal of the Optical Society of America A. 1999;16(5):1034–1039.Google Scholar
Xiao, M, Hu, Z, Gartner, TE, Yang, X, Li, W, Jayaraman, A, et al. Experimental and theoretical evidence for molecular forces driving surface segregation in photonic colloidal assemblies. Science Advances. 2019;5(9):eaax1254.Google Scholar
Twersky, V. Acoustic bulk parameters in distributions of pair-correlated scatterers. The Journal of the Acoustical Society of America. 1978;64(6):1710–1719.Google Scholar
Holthoff, H, Borkovec, M, Schurtenberger, P. Determination of light-scattering form factors of latex particle dimers with simultaneous static and dynamic light scattering in an aggregating suspension. Physical Review E. 1997 Dec;56: 6945–6953.Google Scholar
Conley, GM, Burresi, M, Pratesi, F, Vynck, K, Wiersma, DS. Light transport and localization in two-dimensional correlated disorder. Physical Review Letters. 2014 Apr;112:143901.Google Scholar
Lagendijk, A, Nienhuis, B, van Tiggelen, BA, de Vries, P. Microscopic approach to the Lorentz cavity in dielectrics. Physical Review Letters. 1997;79:657–660.Google Scholar
Mallet, P, Guérin, CA, Sentenac, A. Maxwell-Garnett mixing rule in the presence of multiple scattering: Derivation and accuracy. Physical Review B. 2005 Jul;72:014205.Google Scholar
Grimes, CA, Grimes, DM. Permeability and permittivity spectra of granular materials. Physical Review B. 1991 May;43:10780–10788.Google Scholar
Chaumet, PC, Rahmani, A. Coupled-dipole method for magnetic and negativerefraction materials. Journal of Quantitative Spectroscopy and Radiative Transfer. 2009;110(1):22–29.Google Scholar
Ruppin, R. Evaluation of extended Maxwell-Garnett theories. Optics Communications. 2000;182(4):273–279.Google Scholar
Wheeler, MS, Aitchison, JS, Chen, JIL, Ozin, GA, Mojahedi, M. Infrared magnetic response in a random silicon carbide micropowder. Physical Review B. 2009 Feb;79:073103.Google Scholar
Wang, BX, Zhao, CY. Light propagation in two-dimensional cold atomic clouds with positional correlations. In: Gong, Q, Guo GC, Ham BS, editors. Quantum and nonlinear optics VI. vol. 11195. International Society for Optics and Photonics. SPIE; 2019. pp. 27–36.Google Scholar
Karal, FC, Elastic, Keller JB., electromagnetic, and other waves in a random medium. Journal of Mathematical Physics. 1964;5(4):537–547.Google Scholar
Keller, JB. Stochastic equations and wave propagation in random media. Stochastic Processes in Mathematical Physics and Engineering. 1964. Springer. Vol. 16, p. 145.Google Scholar
Keller, JB, Karal, FC. Effective dielectric constant, permeability, and conductivity of a random medium and the velocity and attenuation coefficient of coherent waves. Journal of Mathematical Physics. 1966;7(4):661–670.Google Scholar
Hespel, L, Mainguy, S, Greffet, JJ. Theoretical and experimental investigation of the extinction in a dense distribution of particles: Nonlocal effects. Journal of the Optical Society of America A. 2001 Dec;18(12):3072–3076.Google Scholar
Ishimaru, A, Kuga, Y. Attenuation constant of a coherent field in a dense distribution of particles. Journal of the Optical Society of America. 1982 Oct;72(10): 1317–1320.Google Scholar
Derode, A, Mamou, V, Tourin, A. Influence of correlations between scatterers on the attenuation of the coherent wave in a random medium. Physical Review E. 2006 Sep;74:036606.Google Scholar
Chanal, H, Segaud, JP, Borderies, P, Saillard, M. Homogenization and scattering from heterogeneous media based on finite-difference-time-domain Monte Carlo computations. Journal of the Optical Society of America A. 2006 Feb;23(2): 370–381.Google Scholar
Bringi, V, Varadan, VV, Varadan, VK. Coherent wave attenuation by a random distribution of particles. Radio Science. 1982;17(05):946–952.Google Scholar
Ma, Y, Varadan, VV, Varadan, VK. Scattered intensity of a wave propagating in a discrete random medium. Applied Optics. 1988;27(12):2469–2477.Google Scholar
West, R, Gibbs, D, Tsang, L, Fung, AK. Comparison of optical scattering experiments and the quasi-crystalline approximation for dense media. Journal of the Optical Society of America. 1994 Jun;11(6):1854–1858.Google Scholar
Nashashibi, A, Sarabandi, K. Experimental characterization of the effective propagation constant of dense random media. IEEE Transactions on Antennas and Propagation. 1999;47(9):1454–1462.Google Scholar
Prasher, R. Thermal radiation in dense nanoand microparticulate media. Journal of Applied Physics. 2007;102(7):074316.Google Scholar
Vander Meulen, F, Feuillard, G, Matar, OB, Levassort, F, Lethiecq, M. Theoretical and experimental study of the influence of the particle size distribution on acoustic wave properties of strongly inhomogeneous media. Journal of the Acoustical Society of America. 2001;110(5 Pt 1):2301–2307.Google Scholar
Gyorffy, BL. Electronic states in liquid metals: A generalization of the coherentpotential approximation for a system with short-range order. Physical Review 1970 Apr;1:3290–3299.Google Scholar
Kwong, CC, Wilkowski, D, Delande, D, Pierrat, R. Coherent light propagation through cold atomic clouds beyond the independent scattering approximation. Physical Review A. 2019 Apr;99:043806.Google Scholar
Wang, BX, Zhao, CY. Role of near-field interaction on light transport in disordered media. arXiv preprint arXiv:180709953. 2018.Google Scholar
Soven, P. Coherent-potential model of substitutional disordered alloys. Physical Review. 1967 Apr;156:809–813.Google Scholar
Roth, LM. Tight-binding model of electronic states in a liquid metal. Physical Review Letters. 1972 Jun;28:1570–1573.Google Scholar
Slovick, BA, Yu, ZG, Krishnamurthy, S. Generalized effective-medium theory for metamaterials. Physical Review B. 2014 Apr;89:155118.Google Scholar
Slovick, BA. Negative refractive index induced by percolation in disordered metamaterials. Physical Review B. 2017 Mar;95:094202.Google Scholar
Huang, TC, Wang, BX, Zhao, CY. Negative refraction in metamaterials based on dielectric spherical particles. Journal of Quantitative Spectroscopy and Radiative Transfer. 2018;214:82–93.Google Scholar
Soukoulis, CM, Datta, S, Economou, EN. Propagation of classical waves in random media. Physical Review B. 1994 Feb;49:3800–3810.Google Scholar
Busch, K, Soukoulis, CM. Transport properties of random media: A new effective medium theory. Physical Review Letters. 1995 Nov;75:3442–3445.Google Scholar
Busch, K, Soukoulis, CM. Transport properties of random media: An energydensity CPA approach. Physical Review B. 1996 Jul;54:893–899.Google Scholar
Schertel, L, Wimmer, I, Besirske, P, Aegerter, CM, Maret, G, Polarz, S, et al. Tunable high-index photonic glasses. Physics Review Materials. 2019 Jan;3:015203.Google Scholar
Schertel, L, Siedentop, L, Meijer, JM, Keim, P, Aegerter, CM, Aubry, GJ, et al. The structural colors of photonic glasses. Advanced Optical Materials. 2019;7(15):1900442.Google Scholar
Peng, XT, Dinsmore, AD. Light propagation in strongly scattering, random colloidal films: The role of the packing geometry. Physical Review Letters. 2007;99:143902.Google Scholar
Bekshaev, AY, Bliokh, KY, Nori, F. Mie scattering and optical forces from evanescent fields: A complex-angle approach. Optics Express. 2013 Mar;21(6): 7082–7095.Google Scholar
Baudouin, Q, Guerin, W, Kaiser, R. Cold and hot atomic vapors: A testbed for astrophysics? In: Annual Review of Cold Atoms and Molecules. World Scientific; 2014. pp. 251–311.Google Scholar
Sokolov, IM, Guerin, W. Comparison of three approaches to light scattering by dilute cold atomic ensembles. Journal of the Optical Society of America B. 2019 Aug;36(8):2030–2037.Google Scholar
Guerin, W, Rouabah, M, Kaiser, R. Light interacting with atomic ensembles: Collective, cooperative and mesoscopic effects. Journal of Modern Optics. 2017;64(9):895–907.Google Scholar
Lagendijk, A, Tiggelen, BV, Wiersma, DS. Fifty years of Anderson localization. Physics Today. 2009;62(8):24–29.Google Scholar
Dogariu, A, Carminati, R. Electromagnetic field correlations in three-dimensional speckles. Physics Reports. 2015;559:1–29.Google Scholar
Berkovits, R, Feng, S. Correlations in coherent multiple scattering. Physics Reports. 1994;238(3):135–172.Google Scholar
Mishchenko, MI. Maxwell’s equations, radiative transfer, and coherent backscattering: A general perspective. Journal of Quantitative Spectroscopy and Radiative Transfer. 2006;101(3):540–555.Google Scholar
Fiebig, S, Aegerter, CM, Bührer, W, Störzer, M, Akkermans, E, Montambaux, G, et al. Conservation of energy in coherent backscattering of light. EPL (Europhysics Letters). 2008 Feb;81(6):64004.Google Scholar
Wolf, PE, Maret, G. Weak localization and coherent backscattering of photons in disordered media. Physical Review Letters. 1985 Dec;55:2696–2699.Google Scholar
Etemad, S, Thompson, R, Andrejco, MJ, John, S, MacKintosh, FC. Weak localization of photons: Termination of coherent random walks by absorption and confined geometry. Physical Review Letters. 1987 Sep;59:1420–1423.Google Scholar
Daozhong, Z, Wei, H, Youlong, Z, Zhaolin, L, Bingying, C, Guozhen, Y. Experimental verification of light localization for disordered multilayers in the visibleinfrared spectrum. Physical Review B. 1994 Oct;50:9810–9814.Google Scholar
Sheinfux, HH, Lumer, Y, Ankonina, G, Genack, AZ, Bartal, G, Segev, M. Observation of Anderson localization in disordered nanophotonic structures. Science. 2017;356(6341):953–956.Google Scholar
Shi, WB, Liu, LZ, Peng, R, Xu, DH, Zhang, K, Jing, H, et al. Strong localization of surface plasmon polaritons with engineered disorder. Nano Letters. 2018;18(3):1896–1902.Google Scholar
Caselli, N, Intonti, F, La China, F, Biccari, F, Riboli, F, Gerardino, A, et al. Nearfield speckle imaging of light localization in disordered photonic systems. Applied Physics Letters. 2017;110(8):081102.Google Scholar
Segev, M, Silberberg, Y, Christodoulides, DN. Anderson localization of light. Nature Photonics. 2013;7(February):197–204.Google Scholar
Schwartz, T, Bartal, G, Fishman, S, Segev, M. Transport and Anderson localization in disordered two-dimensional photonic lattices. Nature (London). 2007;446(7131):52–55.Google Scholar
Wiersma, DS, Bartolini, P, Lagendijk, A, Righini, R. Localization of light in a disordered medium. Nature (London). 1997;390(6661):671–673.Google Scholar
Sperling, T, Schertel, L, Ackermann, M, Aubry, GJ, Aegerter, CM, Maret, G. Can 3D light localization be reached in ‘white paint’? New Journal of Physics. 2016 Jan;18(1):013039.Google Scholar
Aegerter, CM, Störzer, M, Maret, G. Experimental determination of critical exponents in Anderson localisation of light. Europhysics Letters (EPL). 2006 Aug;75(4):562–568.Google Scholar
Aegerter, CM, Störzer, M, Fiebig, S, Bührer, W, Maret, G. Observation of Anderson localization of light in three dimensions. Journal of the Optical Society of America A. 2007 Oct;24(10):A23–A27.Google Scholar
Skipetrov, SE, Page, JH. Red light for Anderson localization. New Journal of Physics. 2016 Jan;18(2):021001.Google Scholar
Anderson, PW. The question of classical localization A theory of white paint? Philosophical Magazine B. 1985;52(3):505–509.Google Scholar
Scheffold, F, Lenke, R, Tweer, R, Maret, G. Localization or classical diffusion of light? Nature. 1999;398(6724):206–207.Google Scholar
Wiersma, DS, Rivas, JG, Bartolini, P, Lagendijk, A, Righini, R. Localization or classical diffusion of light? Nature. 1999;398(6724):206–207.Google Scholar
Sperling, T, Bührer, W, Aegerter, CM, Maret, G. Direct determination of the transition to localization of light in three dimensions. Nature Photonics. 2013;7(1):48–52.Google Scholar
Scheffold, F, Wiersma, D. Inelastic scattering puts in question recent claims of Anderson localization of light. Nature Photonics. 2013;7(12):934–934.Google Scholar
John, S. Strong localization of photons in certain disordered dielectric superlattices. Physical Review Letters. 1987 Jun;58:2486–2489.Google Scholar
Jeon, SY, Kwon, H, Hur, K. Intrinsic photonic wave localization in a threedimensional icosahedral quasicrystal. Nature Physics. 2017;13(4):363–368.Google Scholar
Bromberg, Y, Cao, H. Generating Non-Rayleigh speckles with tailored intensity statistics. Physical Review Letters. 2014 May;112:213904.Google Scholar
Shapiro, B. Large intensity fluctuations for wave propagation in random media. Physical Review Letters. 1986 Oct;57:2168–2171.Google Scholar
Genack, AZ, Garcia, N, Polkosnik, W. Long-range intensity correlation in random media. Physical Review Letters. 1990 Oct;65:2129–2132.Google Scholar
Emiliani, V, Intonti, F, Cazayous, M, Wiersma, DS, Colocci, M, Aliev, F, et al. Near-field short range correlation in optical waves transmitted through random media. Physical Review Letters. 2003 Jun;90:250801.Google Scholar
Carminati, R. Subwavelength spatial correlations in near-field speckle patterns. Physical Review A. 2010 May;81:053804.Google Scholar
Boas, DA, Dunn, AK. Laser speckle contrast imaging in biomedical optics. Journal of Biomedical Optics. 2010;15(1):011109.Google Scholar
Briers, D, Duncan, DD, Hirst, ER, Kirkpatrick, SJ, Larsson, M, Steenbergen, W, et al. Laser speckle contrast imaging: Theoretical and practical limitations. Journal of Biomedical Optics. 2013;18(6):066018.Google Scholar
Heeman, W, Steenbergen, W, van Dam, GM, Boerma, EC. Clinical applications of laser speckle contrast imaging: A review. Journal of Biomedical Optics. 2019;24(8):080901.Google Scholar
Borycki, D, Kholiqov, O, Srinivasan, VJ. Interferometric near-infrared spectroscopy directly quantifies optical field dynamics in turbid media. Optica. 2016 Dec;3(12):1471–1476.Google Scholar
Cheng, X, Tamborini, D, Carp, SA, Shatrovoy, O, Zimmerman, B, Tyulmankov, D, et al. Time domain diffuse correlation spectroscopy: Modeling the effects of laser coherence length and instrument response function. Optics Letters. 2018 Jun;43(12):2756–2759.Google Scholar
Wiersma, DS. Disordered photonics. Nature Photonics. 2013;7(3):188–196.Google Scholar
Katz, O, Heidmann P, Fink M, Gigan S. Non-invasive single-shot imaging through scattering layers and around corners via speckle correlations. Nature Photonics. 2014 Aug;8:784 EP –.Google Scholar
Salhov, O, Weinberg, G, Katz, O. Depth-resolved speckle-correlations imaging through scattering layers via coherence gating. Optic Letters. 2018 Nov;43(22):5528–5531.Google Scholar
Stern, G, Katz, O. Noninvasive focusing through scattering layers using speckle correlations. Optics Letters. 2019 Jan;44(1):143–146.Google Scholar
McCabe, DJ, Tajalli, A, Austin, DR, Bondareff, P, Walmsley, IA, Gigan, S, et al. Spatio-temporal focusing of an ultrafast pulse through a multiply scattering medium. Nature Communications. 2011;2(1):447.Google Scholar
Aulbach, J, Gjonaj, B, Johnson, PM, Mosk, AP, Lagendijk, A. Control of light transmission through opaque scattering media in space and time. Physical Review Letters. 2011 Mar;106:103901.Google Scholar
Riboli, F, Caselli, N, Vignolini, S, Intonti, F, Vynck, K, Barthelemy, P, et al. Engineering of light confinement in strongly scattering disordered media. Nature Materials. 2014 May;13:720 EP –.Google Scholar
Bruck, R, Vynck, K, Lalanne, P, Mills, B, Thomson, DJ, Mashanovich, GZ, et al. All-optical spatial light modulator for reconfigurable silicon photonic circuits. Optica. 2016 Apr;3(4):396–402.Google Scholar
Rotter, S, Gigan, S. Light fields in complex media: Mesoscopic scattering meets wave control. Review of Modern Physics. 2017;89:015005.Google Scholar
Geffrin, JM, García-Cámara, B, Gómez-Medina, R, Albella, P, Froufe-Pérez, LS, Eyraud, C, et al. Magnetic and electric coherence in forwardand back-scattered electromagnetic waves by a single dielectric subwavelength sphere. Nature Communications. 2012 Nov;3(1):1171.Google Scholar
Carminati, R, Greffet, JJ. Near-field effects in spatial coherence of thermal sources. Physical Review Letters. 1999 Feb;82:1660–1663.Google Scholar
Henkel, C, Joulain, K, Carminati, R, Greffet, JJ. Spatial coherence of thermal near fields. Optics Communications. 2000;186(1):57–67.Google Scholar
Joulain, K. Radiative transfer on short length scales. In: Microscale and nanoscale heat transfer. Springer; 2007. pp. 107–131.Google Scholar
Arnold, C, Marquier, F, Garin, M, Pardo, F, Collin, S, Bardou, N, et al. Coherent thermal infrared emission by two-dimensional silicon carbide gratings. Physical Review B. 2012;86(3):035316.Google Scholar
Whale, MD, Cravalho, EG. Modeling and performance of microscale thermophotovoltaic energy conversion devices. IEEE Transactions on Energy Conversion. 2002;17(1):130–142.Google Scholar
DiMatteo, RS, Greiff, P, Finberg, SL, Young-Waithe, KA, Choy, H, Masaki, MM, et al. Enhanced photogeneration of carriers in a semiconductor via coupling across a nonisothermal nanoscale vacuum gap. Applied Physics Letters. 2001;79(12):1894–1896.Google Scholar
Laroche, M, Carminati, R, Greffet, JJ. Near-field thermophotovoltaic energy conversion. Journal of Applied Physics. 2006;100(6):063704.Google Scholar
Narayanaswamy, A, Chen, G. Thermal emission control with one-dimensional metallodielectric photonic crystals. Physical Review B. 2004;70(12):125101.Google Scholar
Narayanaswamy, A, Chen, G. Thermal radiation in 1D photonic crystals. Journal of Quantitative Spectroscopy and Radiative Transfer. 2005;93(1–3):175–183.Google Scholar
Francoeur, M, Mengüç, MP, Vaillon, R. Near-field radiative heat transfer enhancement via surface phonon polaritons coupling in thin films. Applied Physics Letters. 2008;93(4):043109.Google Scholar
Ben-Abdallah, P, Biehs, SA. Near-field thermal transistor. Physical Review Letters. 2014 Jan;112:044301.Google Scholar
Messina, R, Ben-Abdallah, P. Many-body near-field radiative heat pumping. Physical Review B. 2020 Apr;101:165435.Google Scholar
Yang, Y, Basu, S, Wang, L. Radiation-based near-field thermal rectification with phase transition materials. Applied Physics Letters. 2013;103(16):163101.Google Scholar
De Wilde, Y, Formanek, F, Carminati, R, Gralak, B, Lemoine, PA, Joulain, K, et al. Thermal radiation scanning tunnelling microscopy. Nature. 2006 Dec;444(7120):740–743.Google Scholar
Jones, AC, Raschke, MB. Thermal infrared near-field spectroscopy. Nano Letters. 2012;12(3):1475–1481.Google Scholar
O’Callahan, BT, Raschke, MB. Laser heating of scanning probe tips for thermal near-field spectroscopy and imaging. APL Photonics. 2017;2(2):021301.Google Scholar
Scully, MO, Zubairy, MS. Quantum optics. Cambridge University Press; 1997.Google Scholar
Mandel, L, Wolf, E. Optical coherence and quantum optics. Cambridge University Press; 1995.Google Scholar
Tai, CT. Dyadic Green functions in electromagnetic theory. IEEE; 1994.Google Scholar
Francoeur, M, Pinar Mengüç, M, Vaillon, R. Solution of near-field thermal radiation in one-dimensional layered media using dyadic Green’s functions and the scattering matrix method. Journal of Quantitative Spectroscopy and Radiative Transfer. 2009;110(18):2002–2018.Google Scholar
Joulain, K, Carminati, R, Mulet, JP, Greffet, JJ. Definition and measurement of the local density of electromagnetic states close to an interface. Physical Review B. 2003 Dec;68:245405.Google Scholar
Pendry, JB. Radiative exchange of heat between nanostructures. Journal of Physics: Condensed Matter. 1999 Aug;11(35):6621–6633.Google Scholar
Mulet, JP, Joulain, K, Carminati, R, Greffet, JJ. Enhanced radiative heat transfer at naometirc distances. Microscale Thermophysical Engineering. 2002;6(3): 209–222.Google Scholar
Yeh, P. Optical waves in layered media. John Wiley & Sons; 2005.Google Scholar
Palik, ED. Handbook of optical constants of solids. Academic Press; 1985.Google Scholar
Fu, CJ, Zhang ZM. Nanoscale radiation heat transfer for silicon at different doping levels. International Journal of Heat and Mass Transfer. 2006;49(9): 1703–1718.Google Scholar
Boehm, RF, Tien, CL. Small spacing analysis of radiative transfer between parallel metallic surfaces. Journal of Heat Transfer. 1970 Aug;92(3):405–411.Google Scholar
Mulet, JP, Joulain, K, Carminati, R, Greffet, JJ. Nanoscale radiative heat transfer between a small particle and a plane surface. Applied Physics Letters. 2001;78(19):2931–2933.Google Scholar
Lee, BJ, Zhang, ZM. Lateral shifts in near-field thermal radiation with surface phonon polaritons. Nanoscale and Microscale Thermophysical Engineering. 2008;12(3):238–250.Google Scholar
Biehs, SA. Thermal heat radiation, near-field energy density and near-field radiative heat transfer of coated materials. The European Physical Journal B. 2007;58(4):423–431.Google Scholar
Volokitin, AI, Persson, BNJ. Radiative heat transfer between nanostructures. Physical Review B. 2001 Apr;63:205404.Google Scholar
Domingues, G, Volz, S, Joulain, K, Greffet, JJ. Heat transfer between two nanoparticles through near field interaction. Physical Review Letters. 2005 Mar;94:085901.Google Scholar
Biehs, SA, Huth, O, Rüting, F. Near-field radiative heat transfer for structured surfaces. Physical Review B. 2008 Aug;78:085414.Google Scholar
Zhang, Y, Yi, HL, Tan, HP. Near-field radiative heat transfer between black phosphorus sheets via anisotropic surface plasmon polaritons. ACS Photonics. 2018;5(9):3739–3747.Google Scholar
Zhang, WB, Zhao, CY, Wang, BX. Enhancing near-field heat transfer between composite structures through strongly coupled surface modes. Physical Review B. 2019;100(7):075425.Google Scholar
Biehs, SA, Messina, R, Venkataram, PS, Rodriguez, AW, Cuevas, JC, Ben-Abdallah, P. Near-field radiative heat transfer in many-body systems. Review of Modern Physics. 2021 Jun;93:025009.Google Scholar
Song, J, Cheng, Q, Zhang, B, Lu, L, Zhou, X, Luo, Z, et al. Many-body near-field radiative heat transfer: Methods, functionalities and applications. Reports on Progress in Physics. 2021 Mar;84(3):036501.Google Scholar
Rodriguez, AW, Reid, MTH, Johnson, SG. Fluctuating-surface-current formulation of radiative heat transfer: Theory and applications. Physical Review B. 2013 Aug;88:054305.Google Scholar
Didari, A, Mengüç, MP. Analysis of near-field radiation transfer within nanogaps using FDTD method. Journal of Quantitative Spectroscopy and Radiative Transfer. 2014;146:214–226.Google Scholar
Basu, S, Lee, BJ, Zhang, ZM. Infrared radiative properties of heavily doped silicon at room temperature. Journal of Heat Transfer. 2009 Nov;132(2):023301.Google Scholar
Jarzembski, A, Tokunaga, T, Crossley, J, Yun, J, Shaskey, C, Murdick, RA, et al. Role of acoustic phonon transport in nearto asperity-contact heat transfer. arXiv; 2019.Google Scholar
Yee, K. Numerical solution of initial boundary value problems involving Maxwell’s equations in isotropic media. IEEE Transactions on Antennas and Propagation. 1966;14(3):302–307.Google Scholar
Taflove, A, Brodwin, ME. Numerical solution of steady-state electromagnetic scattering problems using the time-dependent Maxwell’s equations. IEEE Transactions on Microwave Theory and Techniques. 1975;23(8):623–630.Google Scholar
Taflove, A. Application of the finite-difference time-domain method to sinusoidal steady-state electromagnetic-penetration problems. IEEE Transactions on Electromagnetic Compatibility. 1980;(3):191–202.Google Scholar
Umashankar, K, Taflove, A. A novel method to analyze electromagnetic scattering of complex objects. IEEE Transactions on Electromagnetic Compatibility. 1982;(4):397–405.Google Scholar
Taflove, A, Umashankar, K. A hybrid moment method/finite-difference timedomain approach to electromagnetic coupling and aperture penetration into complex geometries. IEEE Transactions on Antennas and Propagation. 1982;30(4):617–627.Google Scholar
Sullivan, DM. Electromagnetic simulation using the FDTD method. John Wiley & Sons; 2013.Google Scholar
Taflove, A, Hagness, SC. Computational electromagnetics: The finite-difference time-domain method. Artech House, Inc.; 2005.Google Scholar
Sadiku, MN. Numerical techniques in electromagnetics. CRC Press; 2000.Google Scholar
Smith, GD. Numerical solution of partial differential equations: Finite difference methods. Oxford University Press; 1985.Google Scholar
Thomas, J. Numerical partial differential equations: Finite difference methods. vol. 22. Springer Science & Business Media; 1998.Google Scholar
Lavrinenko, AV, Lægsgaard, J, Gregersen, N, Schmidt, F, Søndergaard, T. Numerical methods in photonics. CRC Press; 2018.Google Scholar
Engquist, B, Majda, A. Absorbing boundary conditions for numerical simulation of waves. Proceedings of the National Academy of Sciences. 1977;74(5): 1765–1766.Google Scholar
Berenger, JP. A perfectly matched layer for the absorption of electromagnetic waves. Journal of Computational Physics. 1994;114(2):185–200.Google Scholar
Gedney, SD. An anisotropic perfectly matched layer-absorbing medium for the truncation of FDTD lattices. IEEE Transactions on Antennas and Propagation. 1996;44(12):1630–1639.Google Scholar
Petropoulos, PG, Zhao, L, Cangellaris, AC. A reflectionless sponge layer absorbing boundary condition for the solution of Maxwell’s equations with highorder staggered finite difference schemes. Journal of Computational Physics. 1998;139(1):184–208.Google Scholar
Lavrinenko, A, Borel, PI, Frandsen, LH, Thorhauge, M, Harpøth, A, Kristensen, M, et al. Comprehensive FDTD modelling of photonic crystal waveguide components. Optics Express. 2004 Jan;12(2):234–248.Google Scholar
Shyroki, DM, Lavrinenko, AV. Perfectly matched layer method in the finitedifference time-domain and frequency-domain calculations. physica status solidi (b). 2007;244(10):3506–3514.Google Scholar
Kittel, C. Introduction to solid state physics. John Wiley & Sons; 2005.Google Scholar
Kashiwa, T, Fukai, I. A treatment by the FD-TD method of the dispersive characteristics associated with electronic polarization. Microwave and Optical Technology Letters. 1990;3(6):203–205.Google Scholar
Joseph, RM, Hagness, SC, Taflove, A. Direct time integration of Maxwell’s equations in linear dispersive media with absorption for scattering and propagation of femtosecond electromagnetic pulses. Optics Letters. 1991 Sep;16(18):1412–1414.Google Scholar
Inan, US, Marshall, RA. Numerical electromagnetics: The FDTD method. Cambridge University Press; 2011.Google Scholar
Moharam, MG, Grann, EB, Pommet, DA, Gaylord, TK. Formulation for stable and efficient implementation of the rigorous coupled-wave analysis of binary gratings. Journal of the Optical Society of America A. 1995 May;12(5): 1068–1076.Google Scholar
Li, L. New formulation of the Fourier modal method for crossed surfacerelief gratings. Journal of the Optical Society of America A. 1997 Oct;14(10): 2758–2767.Google Scholar
Bienstman, P, Baets, R. Optical modelling of photonic crystals and VCSELs using eigenmode expansion and perfectly matched layers. Optical and Quantum Electronics. 2001;33(4):327–341.Google Scholar
Gregersen, N, Reitzenstein, S, Kistner, C, Strauss, M, Schneider, C, Höfling, S, et al. Numerical and experimental study of the Q factor of high-Q micropillar cavities. IEEE Journal of Quantum Electronics. 2010;46(10):1470–1483.Google Scholar
Hugonin, JP, Lalanne, P. Perfectly matched layers as nonlinear coordinate transforms: a generalized formalization. Journal of the Optical Society of America A. 2005 Sep;22(9):1844–1849.Google Scholar
Bigourdan, F, Hugonin, JP, Lalanne, P. Aperiodic-Fourier modal method for analysis of body-of-revolution photonic structures. Journal of the Optical Society of America A. 2014 Jun;31(6):1303–1311.Google Scholar
Photon Design Ltd, United Kingdom, www.photond.com/index.htmGoogle Scholar
Bienstman, Peter, CAMFR: An efficient eigenmode expansion tool, 2001, Photonics Research Group, http://photonics.intec.ugent.be/research/topics.asp?ID=17Google Scholar
Hugonin, JP, Lalanne, P. RETICOLO software for grating analysis. arXiv; 2021.Google Scholar
Sagan, H. Boundary and eigenvalue problems in mathematical physics. Courier Corporation; 1989.Google Scholar
Li, L. Formulation and comparison of two recursive matrix algorithms for modeling layered diffraction gratings. Journal of the Optical Society of America A. 1996 May;13(5):1024–1035.Google Scholar
Kim, H, Park, J, Lee, B. Fourier Modal method and its applications in computational nanophotonics. CRC Press; 2012.Google Scholar
Courant, R, Hilbert, D. Methods of mathematical physics-Vol. 1; Vol. 2. Interscience Publication; 1953.Google Scholar
Li, L. Use of Fourier series in the analysis of discontinuous periodic structures. Journal of the Optical Society of America A. 1996 Sep;13(9):1870–1876.Google Scholar
Bonod, N, Popov, E, Nevière, M. Differential theory of diffraction by finite cylindrical objects. Journal of the Optical Society of America A. 2005 Mar;22(3): 481–490.Google Scholar
Basu, S. Near-field radiative heat transfer across nanometer vacuum gaps: Fundamentals and applications. William Andrew; 2016.Google Scholar
Otey, CR, Zhu, L, Sandhu, S, Fan, S. Fluctuational electrodynamics calculations of near-field heat transfer in non-planar geometries: A brief overview. Journal of Quantitative Spectroscopy and Radiative Transfer. 2014;132:3–11.Google Scholar
Bimonte, G. Scattering approach to Casimir forces and radiative heat transfer for nanostructured surfaces out of thermal equilibrium. Physical Review A. 2009 Oct;80:042102.Google Scholar
Didari, A, Pinar Mengüç, M. Near-field thermal emission between corrugated surfaces separated by nano-gaps. Journal of Quantitative Spectroscopy and Radiative Transfer. 2015;158:43–51.Google Scholar
Didari, A, Menguc, MP. Computational near-field radiative transfer and nf-rtfdtd algorithm. Annual Review of Heat Transfer. 2020;23.Google Scholar
McCauley, AP, Reid, MTH, Krüger, M, Johnson, SG. Modeling near-field radiative heat transfer from sharp objects using a general three-dimensional numerical scattering technique. Physical Review B. 2012 Apr;85:165104.Google Scholar
Reid, MTH, White, J, Johnson, SG. Fluctuating surface currents: An algorithm for efficient prediction of Casimir interactions among arbitrary materials in arbitrary geometries. Physical Review A. 2013 Aug;88:022514.Google Scholar
Polimeridis, AG, Reid, MTH, Jin, W, Johnson, SG, White, JK, Rodriguez, AW. Fluctuating volume-current formulation of electromagnetic fluctuations in inhomogeneous media: Incandescence and luminescence in arbitrary geometries. Physical Review B. 2015 Oct;92:134202.Google Scholar
Liu, XL, Zhang, ZM. Graphene-assisted near-field radiative heat transfer between corrugated polar materials. Applied Physics Letters. 2014;104(25):251911.Google Scholar
Guérout, R, Lussange, J, Rosa, FSS, Hugonin, JP, Dalvit, DAR, Greffet, JJ, et al. Enhanced radiative heat transfer between nanostructured gold plates. Physical Review B. 2012 May;85:180301.Google Scholar
Lussange, J, Guérout, R, Rosa, FSS, Greffet, JJ, Lambrecht, A, Reynaud, S. Radiative heat transfer between two dielectric nanogratings in the scattering approach. Physical Review B. 2012 Aug;86:085432.Google Scholar
Liu, X, Zhao, B, Zhang, ZM. Enhanced near-field thermal radiation and reduced Casimir stiction between doped-Si gratings. Physical Review A. 2015 Jun;91:062510.Google Scholar
Hu, Y, Li, H, Zhang, Y, Zhu, Y, Yang, Y. Enhanced near-field radiation in both TE and TM waves through excitation of Mie resonance. Physical Review B. 2020 Sep;102:125434.Google Scholar
Edalatpour, S, Čuma, M, Trueax, T, Backman, R, Francoeur, M. Convergence analysis of the thermal discrete dipole approximation. Physical Review E. 2015 Jun;91:063307.Google Scholar
Edalatpour, S, Francoeur, M. Near-field radiative heat transfer between arbitrarily shaped objects and a surface. Physical Review B. 2016 Jul;94:045406.Google Scholar
Edalatpour, S, Hatamipour, V, Francoeur, M. Spectral redshift of the thermal near field scattered by a probe. Physical Review B. 2019 Apr;99:165401.Google Scholar
Badieirostami, M, Adibi, A, Zhou, HM, Chow, SN. Model for efficient simulation of spatially incoherent light using the Wiener chaos expansion method. Optics Lett. 2007 Nov;32(21):3188–3190.Google Scholar
Hou, TY, Luo, W, Rozovskii, B, Zhou, HM. Wiener Chaos expansions and numerical solutions of randomly forced equations of fluid mechanics. Journal of Computational Physics. 2006;216(2):687–706.Google Scholar
Margengo, EA, Rappaport, CM, Miller, EL. Optimum PML ABC conductivity profile in FDFD. IEEE Transactions on Magnetics. 1999;35(3):1506–1509.Google Scholar
Xu, F, Zhang, Y, Hong, W, Wu, K, Cui, TJ. Finite-difference frequency-domain algorithm for modeling guided-wave properties of substrate integrated waveguide. IEEE Transactions on Microwave Theory and Techniques. 2003;51(11): 2221–2227.Google Scholar
Li, Z, Li, J, Liu, X, Salihoglu, H, Shen, S. Wiener chaos expansion method for thermal radiation from inhomogeneous structures. Physical Review B. 2021 Nov;104:195426.Google Scholar
Edalatpour, S. Near-field thermal emission by periodic arrays. Physical Review E. 2019 Jun;99:063308.Google Scholar
Abraham Ekeroth, RM, García-Martín, A, Cuevas, JC. Thermal discrete dipole approximation for the description of thermal emission and radiative heat transfer of magneto-optical systems. Physical Review B. 2017 Jun;95:235428.Google Scholar
Fernández-Hurtado, V, Fernández-Domínguez, AI, Feist, J, García-Vidal, FJ, Cuevas, JC. Super-Planckian far-field radiative heat transfer. Physical Review B. 2018 Jan;97:045408.Google Scholar
Hillenbrand, R, Taubner, T, Keilmann, F. Phonon-enhanced light–matter interaction at the nanometre scale. Nature. 2002;418(6894):159.Google Scholar
Fei, Z, Andreev, GO, Bao, W, Zhang, LM, McLeod, AS, Wang, C, et al. Infrared nanoscopy of dirac plasmons at the graphene–SiO2 interface. Nano Letters. 2011;11(11):4701–4705.Google Scholar
Peragut, F, Cerutti, L, Baranov, A, Hugonin, JP, Taliercio, T, Wilde, YD, et al. Hyperbolic metamaterials and surface plasmon polaritons. Optica. 2017 Nov;4(11):1409–1415.Google Scholar
Muller, EA, Pollard, B, Raschke, MB. Infrared chemical nano-imaging: Accessing structure, coupling, and dynamics on molecular length scales. The Journal of Physical Chemistry Letters. 2015;6(7):1275–1284.Google Scholar
Rao, VJ, Matthiesen, M, Goetz, KP, Huck, C, Yim, C, Siris, R, et al. AFM-IR and IR-SNOM for the characterization of small molecule organic semiconductors. The Journal of Physical Chemistry C. 2020;124(9):5331–5344.Google Scholar
Nabetani, Y, Yamasaki, M, Miura, A, Tamai, N. Fluorescence dynamics and morphology of electroluminescent polymer in small domains by time-resolved SNOM. Thin Solid Films. 2001;393(1):329–333.Google Scholar
POHL DW. Scanning Near-field Optical Microscopy (SNOM). vol. 12 of Advances in Optical and Electron Microscopy. Elsevier; 1991. pp. 243–312.Google Scholar
Heinzelmann, H, Pohl, D. Scanning near-field optical microscopy. Applied Physics A. 1994;59(2):89–101.Google Scholar
Girard, C, Dereux, A. Near-field optics theories. Reports on Progress in Physics. 1996 May;59(5):657–699.Google Scholar
Dunn, RC. Near-field scanning optical microscopy. Chemical Reviews. 1999;99(10):2891–2928.Google Scholar
Hecht, B, Sick, B, Wild, UP, Deckert, V, Zenobi, R, Martin, OJF, et al. Scanning near-field optical microscopy with aperture probes: Fundamentals and applications. The Journal of Chemical Physics. 2000;112(18):7761–7774.Google Scholar
Barbara, PF, Adams, DM, O’Connor, DB. Characterization of organic thin film materials with near-field scanning optical microscopy (NSOM). Annual Review of Materials Science. 1999;29(1):433–469.Google Scholar
Rotenberg, N, Kuipers, L. Mapping nanoscale light fields. Nature Photonics. 2014;8(12):919–926.Google Scholar
Goodman, JW. Introduction to Fourier optics. McGraw Hill; 1996.Google Scholar
Wilson, T, Sheppard, C. Theory and practice of scanning optical microscopy. vol. 180. Academic Press; 1984.Google Scholar
Pawley, J. Handbook of biological confocal microscopy. vol. 236. Springer Science & Business Media; 2006.Google Scholar
XXXVIII, Synge EH.. A suggested method for extending microscopic resolution into the ultra-microscopic region. The London, Edinburgh, and Dublin Philosophical Magazine and Journal of Science. 1928;6(35):356–362.Google Scholar
Synge, EH. III. A microscopic method. The London, Edinburgh, and Dublin Philosophical Magazine and Journal of Science. 1931;11(68):65–80.Google Scholar
Binnig, G, Rastertunnelmikroskopie, Rohrer H.. Helvetica Physica Acta. 1982;55:726.Google Scholar
Pohl, DW, Denk, W, Lanz, M. Optical stethoscopy: Image recording with resolution λ/20. Applied Physics Letters. 1984;44(7):651–653.Google Scholar
Dürig, U, Pohl, DW, Rohner, F. Near-field optical-scanning microscopy. Journal of Applied Physics. 1986;59(10):3318–3327.Google Scholar
Lewis, A, Isaacson, M, Harootunian, A, Muray, A. Development of a 500 Å spatial resolution light microscope: I. light is efficiently transmitted through λ/16 diameter apertures. Ultramicroscopy. 1984;13(3):227–231.Google Scholar
Harootunian, A, Betzig, E, Isaacson, M, Lewis, A. Super-resolution fluorescence near-field scanning optical microscopy. Applied Physics Letters. 1986;49(11):674–676.Google Scholar
Betzig, E, Isaacson, M, Lewis, A. Collection mode near-field scanning optical microscopy. Applied Physics Letters. 1987;51(25):2088–2090.Google Scholar
Fischer, UC, Zingsheim, HP. Submicroscopic contact imaging with visible light by energy transfer. Applied Physics Letters. 1982;40(3):195–197.Google Scholar
Fischer, UC. Optical characteristics of 0.1 µm circular apertures in a metal film as light sources for scanning ultramicroscopy. Journal of Vacuum Science & Technology B: Microelectronics Processing and Phenomena. 1985;3(1):386–390.Google Scholar
Fischer, UC. Submicrometer aperture in a thin metal film as a probe of its microenvironment through enhanced light scattering and fluorescence. Journal of the Optical Society of America B. 1986 Oct;3(10):1239–1244.Google Scholar
Hecht, B, Heinzelmann, H, Pohl, DW. Combined aperture SNOM/PSTM: Best of both worlds? Ultramicroscopy. 1995;57(2):228–234.Google Scholar
Wessel, J. Surface-enhanced optical microscopy. Journal of the Optical Society of America B. 1985 Sep;2(9):1538–1541.Google Scholar
Fischer, UC, Pohl, DW. Observation of single-particle plasmons by near-field optical microscopy. Physical Review Letters. 1989 Jan;62:458–461.Google Scholar
Zenhausern, F, Martin, Y, Wickramasinghe, HK. Scanning interferometric apertureless microscopy: Optical imaging at 10 Angstrom resolution. Science. 1995;269(5227):1083–1085.Google Scholar
Knoll, B, Keilmann, F. Near-field probing of vibrational absorption for chemical microscopy. Nature. 1999;399(6732):134–137.Google Scholar
Keilmann, F, Hillenbrand, R. Near-field microscopy by elastic light scattering from a tip. Philosophical Transactions of the Royal Society of London Series A: Mathematical, Physical and Engineering Sciences. 2004;362(1817):787–805.Google Scholar
Anger, P, Bharadwaj, P, Novotny, L. Enhancement and quenching of singlemolecule fluorescence. Physical Review Letters. 2006 Mar;96:113002.Google Scholar
Kühn, S, Håkanson, U, Rogobete, L, Sandoghdar, V. Enhancement of singlemolecule fluorescence using a gold nanoparticle as an optical nanoantenna. Physical Review Letters. 2006 Jul;97:017402.Google Scholar
Novotny, L, Stranick, SJ. Near-field optical microscopy and spectroscopy with pointed probes. Annual Review of Physical Chemistry. 2006;57(1):303–331.Google Scholar
Chen, X, Hu, D, Mescall, R, You, G, Basov, DN, Dai, Q, et al. Modern scatteringtype scanning near-field optical microscopy for advanced material research. Advanced Materials. 2019;31(24):1804774.Google Scholar
Adams, W, Sadatgol, M, Güney, D. Review of near-field optics and superlenses for sub-diffraction-limited nano-imaging. AIP Advances. 2016;6(10):100701.Google Scholar
Courjon, D, Sarayeddine, K, Spajer, M. Scanning tunneling optical microscopy. Optics Communications. 1989;71(1):23–28.Google Scholar
Reddick, RC, Warmack, RJ, Ferrell, TL. New form of scanning optical microscopy. Physical Review B. 1989 Jan;39:767–770.Google Scholar
Marti, O, Bielefeldt, H, Hecht, B, Herminghaus, S, Leiderer, P, Mlynek, J. Nearfield optical measurement of the surface plasmon field. Optics Communications. 1993;96(4):225–228.Google Scholar
Krenn, JR, Dereux, A, Weeber, JC, Bourillot, E, Lacroute, Y, Goudonnet, JP, et al. Squeezing the optical near-field zone by plasmon coupling of metallic nanoparticles. Physical Review Letters. 1999 Mar;82:2590–2593.Google Scholar
Wieghold, S, Nienhaus, L. Probing semiconductor properties with optical scanning tunneling microscopy. Joule. 2020;4(3):524–538.Google Scholar
Schrader, M, Hell, SW, van der Voort, HTM. Potential of confocal microscopes to resolve in the 50–100 nm range. Applied Physics Letters. 1996;69(24): 3644–3646.Google Scholar
Toledo-Crow, R, Yang, PC, Chen, Y, Vaez-Iravani, M. Near-field differential scanning optical microscope with atomic force regulation. Applied Physics Letters. 1992;60(24):2957–2959.Google Scholar
Betzig, E, Finn, PL, Weiner, JS. Combined shear force and near-field scanning optical microscopy. Applied Physics Letters. 1992;60(20):2484–2486.Google Scholar
Karrai, K, Grober, RD. Piezoelectric tip–sample distance control for near field optical microscopes. Applied Physics Letters. 1995;66(14):1842–1844.Google Scholar
Ruiter, AGT, Veerman, JA, van der Werf, KO, van Hulst, NF. Dynamic behavior of tuning fork shear-force feedback. Applied Physics Letters. 1997;71(1):28–30.Google Scholar
Pfeffer, M, Lambelet, P, Marquis-Weible, F. Shear-force detection based on an external cavity laser interferometer for a compact scanning near field optical microscope. Review of Scientific Instruments. 1997;68(12):4478–4482.Google Scholar
Huser, T, Novotny, L, Lacoste, T, Eckert, R, Heinzelmann, H. Observation and analysis of near-field optical diffraction. Journal of the Optical Society of America A. 1999 Jan;16(1):141–148.Google Scholar
Hecht, B, Bielefeldt, H, Pohl, DW, Novotny, L, Heinzelmann, H. Influence of detection conditions on near-field optical imaging. Journal of Applied Physics. 1998;84(11):5873–5882.Google Scholar
Münster, S, Werner, S, Mihalcea, C, Scholz, W, Oesterschulze, E. Novel micromachined cantilever sensors for scanning near-field optical microscopy. Journal of Microscopy. 1997;186(1):17–22.Google Scholar
Noell, W, Abraham, M, Mayr, K, Ruf, A, Barenz, J, Hollricher, O, et al. Micromachined aperture probe tip for multifunctional scanning probe microscopy. Applied Physics Letters. 1997;70(10):1236–1238.Google Scholar
Nanonics Imaging Ltd. NSOM SNOM Probes, www.nanonics.co.il/products/nsom-snom-probesGoogle Scholar
Stöckle, R, Fokas, C, Deckert, V, Zenobi, R, Sick, B, Hecht, B, et al. Highquality near-field optical probes by tube etching. Applied Physics Letters. 1999;75(2):160–162.Google Scholar
Burgos, P, Lu, Z, Ianoul, A, Hnatovsky, C, Viriot, ML, Johnston, LJ, et al. Near-field scanning optical microscopy probes: A comparison of pulled and double-etched bent NSOM probes for fluorescence imaging of biological samples. Journal of Microscopy. 2003;211(1):37–47.Google Scholar
Betzig, E, Trautman, JK, Harris, TD, Weiner, JS, Kostelak, RL. Breaking the diffraction barrier: Optical microscopy on a nanometric scale. Science. 1991;251(5000):1468–1470.Google Scholar
Valaskovic, GA, Holton, M, Morrison, GH. Parameter control, characterization, and optimization in the fabrication of optical fiber near-field probes. Applied Optics. 1995 Mar;34(7):1215–1228.Google Scholar
Hoffmann, P, Dutoit, B, Salathé, RP. Comparison of mechanically drawn and protection layer chemically etched optical fiber tips. Ultramicroscopy. 1995;61(1):165–170.Google Scholar
Zeisel, D, Nettesheim, S, Dutoit, B, Zenobi, R. Pulsed laser-induced desorption and optical imaging on a nanometer scale with scanning near-field microscopy using chemically etched fiber tips. Applied Physics Letters. 1996;68(18): 2491–2492.Google Scholar
Yatsui, T, Kourogi, M, Ohtsu, M. Increasing throughput of a near-field optical fiber probe over 1000 times by the use of a triple-tapered structure. Applied Physics Letters. 1998;73(15):2090–2092.Google Scholar
Lambelet, P, Sayah, A, Pfeffer, M, Philipona, C, Marquis-Weible, F. Chemically etched fiber tips for near-field optical microscopy: A process for smoother tips. Appl Opt. 1998 Nov;37(31):7289–7292.Google Scholar
Shi, J, Qin, XR. Formation of glass fiber tips for scanning near-field optical microscopy by sealed- and open-tube etching. Review of Scientific Instruments. 2005;76(1):013702.Google Scholar
Patanè, S, Cefalì, E, Arena, A, Gucciardi, PG, Allegrini, M. Wide angle nearfield optical probes by reverse tube etching. Ultramicroscopy. 2006;106(6): 475–479.Google Scholar
Yang, J, Zhang, J, Li, Z, Gong, Q. Fabrication of high-quality SNOM probes by pre-treating the fibres before chemical etching. Journal of Microscopy. 2007; 228(1):40–44.Google Scholar
Hollars, CW, Dunn, RC. Evaluation of thermal evaporation conditions used in coating aluminum on near-field fiber-optic probes. Review of Scientific Instruments. 1998;69(4):1747–1752.Google Scholar
Pilevar, S, Edinger, K, Atia, W, Smolyaninov, I, Davis, C. Focused ion-beam fabrication of fiber probes with well-defined apertures for use in near-field scanning optical microscopy. Applied Physics Letters. 1998;72(24):3133–3135.Google Scholar
Veerman, JA, Otter, AM, Kuipers, L, van Hulst, NF. High definition aperture probes for near-field optical microscopy fabricated by focused ion beam milling. Applied Physics Letters. 1998;72(24):3115–3117.Google Scholar
Richards, D. Near-field microscopy: Throwing light on the nanoworld. Philosophical Transactions of the Royal Society of London Series A: Mathematical, Physical and Engineering Sciences. 2003;361(1813):2843–2857.Google Scholar
Greffet, JJ, Carminati, R. Image formation in near-field optics. Progress in Surface Science. 1997;56(3):133–237.Google Scholar
Wu, XY, Lin, S, Tan, QF, Wang, J. A novel phase-sensitive scanning near-field optical microscope. Chinese Physics B. 2015 Mar;24(5):054204.Google Scholar
Nesci, A, Dändliker, R, Herzig, HP. Quantitative amplitude and phase measurement by use of a heterodyne scanning near-field optical microscope. Optics Letters. 2001 Feb;26(4):208–210.Google Scholar
Burresi, M, Engelen, RJP, Opheij, A, van Oosten, D, Mori, D, Baba, T, et al. Observation of polarization singularities at the nanoscale. Physical Review Letters. 2009 Jan;102:033902.Google Scholar
Rotenberg, N, le Feber, B, Visser, TD, Kuipers, L. Tracking nanoscale electric and magnetic singularities through three-dimensional space. Optica. 2015 Jun;2(6):540–546.Google Scholar
Inouye, Y, Kawata, S. Near-field scanning optical microscope with a metallic probe tip. Optics Letters. 1994 Feb;19(3):159–161.Google Scholar
Lahrech, A, Bachelot, R, Gleyzes, P, Boccara, AC. Infrared-reflection-mode nearfield microscopy using an apertureless probe with a resolution of λ/600. Optics Letters. 1996 Sep;21(17):1315–1317.Google Scholar
Bechtel, HA, Muller, EA, Olmon, RL, Martin, MC, Raschke, MB. Ultrabroadband infrared nanospectroscopic imaging. Proceedings of the National Academy of Sciences. 2014;111(20):7191–7196.Google Scholar
Brehm, M, Taubner, T, Hillenbrand, R, Keilmann, F. Infrared spectroscopic mapping of single nanoparticles and viruses at nanoscale resolution. Nano Letters. 2006;6(7):1307–1310.Google Scholar
Huth, F, Chuvilin, A, Schnell, M, Amenabar, I, Krutokhvostov, R, Lopatin, S, et al. Resonant antenna probes for tip-enhanced infrared near-field microscopy. Nano Letters. 2013;13(3):1065–1072.Google Scholar
Martin, OJF, Girard, C. Controlling and tuning strong optical field gradients at a local probe microscope tip apex. Applied Physics Letters. 1997;70(6):705–707.Google Scholar
Neacsu, CC, Dreyer, J, Behr, N, Raschke, MB. Scanning-probe Raman spectroscopy with single-molecule sensitivity. Physical Review B. 2006 May;73: 193406.Google Scholar
Cvitkovic, A, Ocelic, N, Hillenbrand, R. Analytical model for quantitative prediction of material contrasts in scattering-type near-field optical microscopy. Optics Express. 2007 Jul;15(14):8550–8565.Google Scholar
Renger, J, Grafström, S, Eng, LM, Deckert, V. Evanescent wave scattering and local electric field enhancement at ellipsoidal silver particles in the vicinity of a glass surface. Journal of the Optical Society of America A. 2004 Jul;21(7): 1362–1367.Google Scholar
Zhang, LM, Andreev, GO, Fei, Z, McLeod, AS, Dominguez, G, Thiemens, M, et al. Near-field spectroscopy of silicon dioxide thin films. Physical Review B. 2012 Feb;85:075419.Google Scholar
Cvitkovic, A, Ocelic, N, Aizpurua, J, Guckenberger, R, Hillenbrand, R. Infrared imaging of single nanoparticles via strong field enhancement in a scanning nanogap. Physics Review Letters. 2006 Aug;97:060801.Google Scholar
Brehm, M, Schliesser, A, Čajko, F, Tsukerman, I, Keilmann, F. Antenna-mediated back-scattering efficiency in infrared near-field microscopy. Optics Express. 2008 Jul;16(15):11203–11215.Google Scholar
Novotny, L, Bian, RX, Xie, XS. Theory of nanometric optical tweezers. Physics Review Letters. 1997 Jul;79:645–648.Google Scholar
Zayats, AV. Electromagnetic field enhancement in the context of apertureless near-field microscopy. Optics Communications. 1999;161(1):156–162.Google Scholar
Martin, YC, Hamann, HF, Wickramasinghe, HK. Strength of the electric field in apertureless near-field optical microscopy. Journal of Applied Physics. 2001;89(10):5774–5778.Google Scholar
Lu, F, Jin, M, Belkin, MA. Tip-enhanced infrared nanospectroscopy via molecular expansion force detection. Nature Photonics. 2014 Apr;8(4):307–312.Google Scholar
Madrazo, A, Carminati, R, Nieto-Vesperinas, M, Greffet, JJ. Polarization effects in the optical interaction between a nanoparticle and a corrugated surface: Implications for apertureless near-field microscopy. Journal of the Optical Society of America A. 1998 Jan;15(1):109–119.Google Scholar
Hillenbrand, R, Keilmann, F. Optical oscillation modes of plasmon particles observed in direct space by phase-contrast near-field microscopy. Applied Physics B. 2001;73(3):239–243.Google Scholar
McLeod, AS, Kelly, P, Goldflam, MD, Gainsforth, Z, Westphal, AJ, Dominguez, G, et al. Model for quantitative tip-enhanced spectroscopy and the extraction of nanoscale-resolved optical constants. Physical Review B. 2014 Aug;90:085136.Google Scholar
Huber, AJ, Kazantsev, D, Keilmann, F, Wittborn, J, Hillenbrand, R. Simultaneous IR material recognition and conductivity mapping by nanoscale near-field microscopy. Advanced Materials. 2007;19(17):2209–2212.Google Scholar
Osad’ko, IS. The near-field microscope as a tool for studying nanoparticles. Physics-Uspekhi. 2010 Jan;53(1):77–81.Google Scholar
Taubner, T, Keilmann, F, Hillenbrand, R. Nanoscale-resolved subsurface imaging by scattering-type near-field optical microscopy. Optics Express. 2005 Oct; 13(22):8893–8899.Google Scholar
Hillenbrand, R, Keilmann, F. Complex optical constants on a subwavelength scale. Physical Review Letters. 2000 Oct;85:3029–3032.Google Scholar
Huber, A, Ocelic, N, Taubner, T, Hillenbrand, R. Nanoscale resolved infrared probing of crystal structure and of plasmon-phonon coupling. Nano Letters. 2006;6(4):774–778.Google Scholar
Taubner, T, Hillenbrand, R, Keilmann, F. Performance of visible and midinfrared scattering-type near-field optical microscopes. Journal of Microscopy. 2003;210(3):311–314.Google Scholar
Vaez-Iravani, M, Toledo-Crow, R. Phase contrast and amplitude pseudoheterodyne interference near field scanning optical microscopy. Applied Physics Letters. 1993;62(10):1044–1046.Google Scholar
Ignatovich, FV, Novotny, L. Real-time and background-free detection of nanoscale particles. Physical Review Letters. 2006 Jan;96:013901.Google Scholar
Gomez, L, Bachelot, R, Bouhelier, A, Wiederrecht, GP, hui Chang S, Gray SK, et al. Apertureless scanning near-field optical microscopy: A comparison between homodyne and heterodyne approaches. Journal of the Optical Society of America B. 2006 May;23(5):823–833.Google Scholar
Zhong, Q, Inniss, D, Kjoller, K, Elings, VB. Fractured polymer/silica fiber surface studied by tapping mode atomic force microscopy. Surface Science. 1993;290(1):L688–L692.Google Scholar
Labardi, M, Patanè, S, Allegrini, M. Artifact-free near-field optical imaging by apertureless microscopy. Applied Physics Letters. 2000;77(5):621–623.Google Scholar
Maghelli, N, Labardi, M, Patanè, S, Irrera, F, Allegrini, M. Optical near-field harmonic demodulation in apertureless microscopy. Journal of Microscopy. 2001;202(1):84–93.Google Scholar
Steinle, T, Neubrech, F, Steinmann, A, Yin, X, Giessen, H. Mid-infrared Fouriertransform spectroscopy with a high-brilliance tunable laser source: Investigating sample areas down to 5 µm diameter. Optics Express. 2015 May;23(9): 11105–11113.Google Scholar
Steinle, T, Mörz, F, Steinmann, A, Giessen, H. Ultra-stable high average power femtosecond laser system tunable from 1.33 to 20 µm. Optics Letters. 2016 Nov;41(21):4863–4866.Google Scholar
Mörz, F, Semenyshyn, R, Steinle, T, Neubrech, F, Zschieschang, U, Klauk, H, et al. Nearly diffraction limited FTIR mapping using an ultrastable broadband femtosecond laser tunable from 1.33 to 8 µm. Optics Express. 2017 Dec;25(26):32355–32363.Google Scholar
Paulite, M, Fakhraai, Z, Li, ITS, Gunari, N, Tanur, AE, Walker, GC. Imaging secondary structure of individual amyloid fibrils of a β2-microglobulin fragment using near-field infrared spectroscopy. Journal of the American Chemical Society. 2011;133(19):7376–7383.Google Scholar
Amarie, S, Zaslansky, P, Kajihara, Y, Griesshaber, E, Schmahl, WW, Keilmann F. Nano-FTIR chemical mapping of minerals in biological materials. Beilstein Journal of Nanotechnology. 2012;3:312–323.Google Scholar
Khatib, O, Bechtel, HA, Martin, MC, Raschke, MB, Carr, GL. Far infrared synchrotron near-field nanoimaging and nanospectroscopy. ACS Photonics. 2018;5(7):2773–2779.Google Scholar
Huber, AJ, Wittborn, J, Hillenbrand, R. Infrared spectroscopic near-field mapping of single nanotransistors. Nanotechnology. 2010 May;21(23):235702.Google Scholar
Dominguez, G, Mcleod, AS, Gainsforth, Z, Kelly, P, Bechtel, HA, Keilmann, F, et al. Nanoscale infrared spectroscopy as a non-destructive probe of extraterrestrial samples. Nature Communications. 2014 Dec;5(1):5445.Google Scholar
Dai, S, Ma, Q, Liu, MK, Andersen, T, Fei, Z, Goldflam, MD, et al. Graphene on hexagonal boron nitride as a tunable hyperbolic metamaterial. Nature Nanotechnology. 2015 Aug;10(8):682–686.Google Scholar
Stiegler, JM, Abate, Y, Cvitkovic, A, Romanyuk, YE, Huber, AJ, Leone, SR, et al. Nanoscale infrared absorption spectroscopy of individual nanoparticles enabled by scattering-type near-field microscopy. ACS Nano. 2011;5(8):6494–6499.Google Scholar
Jacob, R, Winnerl, S, Schneider, H, Helm, M, Wenzel, MT, von Ribbeck, HG, et al. Quantitative determination of the charge carrier concentration of ion implanted silicon by IR-near-field spectroscopy. Optics Express. 2010 Dec;18(25): 26206–26213.Google Scholar
Mattis Hoffmann, J, Hauer, B, Taubner, T. Antenna-enhanced infrared near-field nanospectroscopy of a polymer. Applied Physics Letters. 2012;101(19):193105.Google Scholar
Hermann, P, Hoehl, A, Patoka, P, Huth, F, Rühl, E, Ulm, G. Near-field imaging and nano-Fourier-transform infrared spectroscopy using broadband synchrotron radiation. Optics Express. 2013 Feb;21(3):2913–2919.Google Scholar
Hermann, P, Kästner, B, Hoehl, A, Kashcheyevs, V, Patoka, P, Ulrich, G, et al. Enhancing the sensitivity of nano-FTIR spectroscopy. Optics Express. 2017 Jul;25(14):16574–16588.Google Scholar
Pollard, B, Maia, FCB, Raschke, MB, Freitas, RO. Infrared vibrational nanospectroscopy by self-referenced interferometry. Nano Letters. 2016;16(1):55–61.Google Scholar
Amenabar, I, Poly, S, Nuansing, W, Hubrich, EH, Govyadinov, AA, Huth, F, et al. Structural analysis and mapping of individual protein complexes by infrared nanospectroscopy. Nature Communications. 2013;4:2890.Google Scholar
Patoka, P, Ulrich, G, Nguyen, AE, Bartels, L, Dowben, PA, Turkowski, V, et al. Nanoscale plasmonic phenomena in CVD-grown MoS2 monolayer revealed by ultra-broadband synchrotron radiation based nano-FTIR spectroscopy and near-field microscopy. Optics Express. 2016 Jan;24(2):1154–1164.Google Scholar
Dai, S, Fei, Z, Ma, Q, Rodin, AS, Wagner, M, McLeod, AS, et al. Tunable phonon polaritons in atomically thin van der Waals crystals of boron nitride. Science. 2014;343(6175):1125–1129.Google Scholar
Fei, Z, Rodin, AS, Andreev, GO, Bao, W, McLeod, AS, Wagner, M, et al. Gatetuning of graphene plasmons revealed by infrared nano-imaging. Nature. 2012 Jul;487(7405):82–85.Google Scholar
Fei, Z, Rodin, AS, Gannett, W, Dai, S, Regan, W, Wagner, M, et al. Electronic and plasmonic phenomena at graphene grain boundaries. Nature Nanotechnology. 2013 Nov;8(11):821–825.Google Scholar
Hu, G, Ma, W, Hu, D, Wu, J, Zheng, C, Liu, K, et al. Real-space nanoimaging of hyperbolic shear polaritons in a monoclinic crystal. Nature Nanotechnology. 2022 Dec.Google Scholar
O’Callahan, BT, Park, KD, Novikova, IV, Jian, T, Chen, CL, Muller, EA, et al. In liquid infrared scattering scanning near-field optical microscopy for chemical and biological nanoimaging. Nano Letters. 2020;20(6):4497–4504.Google Scholar
Wu, CY, Wolf, WJ, Levartovsky, Y, Bechtel, HA, Martin, MC, Toste, FD, et al. High-spatial-resolution mapping of catalytic reactions on single particles. Nature. 2017 Jan;541(7638):511–515.Google Scholar
Liu, M, Sternbach, AJ, Wagner, M, Slusar, TV, Kong, T, Bud’ko, SL, et al. Phase transition in bulk single crystals and thin films of VO2 by nanoscale infrared spectroscopy and imaging. Physical Review B. 2015 Jun;91:245155.Google Scholar
Huang, TC, Wang, BX, Zhang, WB, Zhao, CY. Ultracompact energy transfer in anapole-based metachains. Nano Letters. 2021;21(14):6102–6110.Google Scholar
Ni, GX, McLeod, AS, Sun, Z, Wang, L, Xiong, L, Post, KW, et al. Fundamental limits to graphene plasmonics. Nature. 2018 May;557(7706):530–533.Google Scholar
Basov, DN, Fogler, MM, de Abajo, FJG. Polaritons in van der Waals materials. Science. 2016;354(6309):aag1992.Google Scholar
McLeod, AS, van Heumen, E, Ramirez, JG, Wang, S, Saerbeck, T, Guenon, S, et al. Nanotextured phase coexistence in the correlated insulator V2O3. Nature Physics. 2017 Jan;13(1):80–86.Google Scholar
Atkin, JM, Berweger, S, Jones, AC, Raschke, MB. Nano-optical imaging and spectroscopy of order, phases, and domains in complex solids. Advances in Physics. 2012;61(6):745–842.Google Scholar
Woessner, A, Lundeberg, MB, Gao, Y, Principi, A, Alonso-González, P, Carrega, M, et al. Highly confined low-loss plasmons in graphene–boron nitride heterostructures. Nature Materials. 2015 Apr;14(4):421–425.Google Scholar
Ni, GX, Wang, L, Goldflam, MD, Wagner, M, Fei, Z, McLeod, AS, et al. Ultrafast optical switching of infrared plasmon polaritons in high-mobility graphene. Nature Photonics. 2016 Apr;10(4):244–247.Google Scholar
Alonso-González, P, Nikitin, AY, Golmar, F, Centeno, A, Pesquera, A, Vélez, S, et al. Controlling graphene plasmons with resonant metal antennas and spatial conductivity patterns. Science. 2014;344(6190):1369–1373.Google Scholar
Wang, L, Meric, I, Huang, PY, Gao, Q, Gao, Y, Tran, H, et al. One-dimensional electrical contact to a two-dimensional material. Science. 2013;342(6158): 614–617.Google Scholar
Kaelberer, T, Fedotov, VA, Papasimakis, N, Tsai, DP, Zheludev, NI. Toroidal dipolar response in a metamaterial. Science. 2010;330(6010):1510–1512.Google Scholar
Miroshnichenko, AE, Evlyukhin, AB, Yu, YF, Bakker, RM, Chipouline, A, Kuznetsov, AI, et al. Nonradiating anapole modes in dielectric nanoparticles. Nature Communications. 2015 Aug;6(1):8069.Google Scholar
Grinblat, G, Li, Y, Nielsen, MP, Oulton, RF, Maier, SA. Efficient third harmonic generation and nonlinear subwavelength imaging at a higher-order anapole mode in a single germanium nanodisk. ACS Nano. 2017;11(1):953–960.Google Scholar
Xu, L, Rahmani, M, Zangeneh Kamali, K, Lamprianidis, A, Ghirardini, L, Sautter J, et al. Boosting third-harmonic generation by a mirror-enhanced anapole resonator. Light: Science & Applications. 2018 Jul;7(1):44.Google Scholar
Zhang, T, Che, Y, Chen, K, Xu, J, Xu, Y, Wen, T, et al. Anapole mediated giant photothermal nonlinearity in nanostructured silicon. Nature Communications. 2020 Jun;11(1):3027.Google Scholar
Ospanova, AK, Stenishchev, IV, Basharin, AA. Anapole mode sustaining silicon metamaterials in visible spectral range. Laser & Photonics Reviews. 2018;12(7):1800005.Google Scholar
Basharin, AA, Chuguevsky, V, Volsky, N, Kafesaki, M, Economou, EN. Extremely high Q-factor metamaterials due to anapole excitation. Physical Review B. 2017 Jan;95:035104.Google Scholar
Totero Gongora, JS, Miroshnichenko, AE, Kivshar, YS, Fratalocchi, A. Anapole nanolasers for mode-locking and ultrafast pulse generation. Nature Communications. 2017 May;8(1):15535.Google Scholar
Mazzone, V, Totero Gongora, JS, Fratalocchi, A. Near-field coupling and mode competition in multiple anapole systems. Applied Sciences. 2017;7(6):542.Google Scholar
Zenin, VA, Evlyukhin, AB, Novikov, SM, Yang, Y, Malureanu, R, Lavrinenko, AV, et al. Direct amplitude-phase near-field observation of higher-order anapole states. Nano Letters. 2017;17(11):7152–7159.Google Scholar
Weng, Q, Panchal, V, Lin, KT, Sun, L, Kajihara, Y, Tzalenchuk, A, et al. Comparison of active and passive methods for the infrared scanning near-field microscopy. Applied Physics Letters. 2019;114(15):153101.Google Scholar
Keilmann, F, Hillenbrand, R. Near-field nanoscopy by elastic light scattering from a tip. In: Nano-optics and near-field optical microscopy. Artech House; 2009.pp. 235–265.Google Scholar
Huth, F, Schnell, M, Wittborn, J, Ocelić, N, Hillenbrand, R. Infrared-spectroscopic nanoimaging with a thermal source. Nature Materials. 2011;10 5:352–356.Google Scholar
O’Callahan, BT, Lewis, WE, Möbius, S, Stanley, JC, Muller, EA, Raschke, MB. Broadband infrared vibrational nano-spectroscopy using thermal blackbody radiation. Optics Express. 2015 Dec;23(25):32063–32074.Google Scholar
Babuty, A, Joulain, K, Chapuis, PO, Greffet, JJ, De Wilde, Y. Blackbody spectrum revisited in the near field. Physics Review Letters. 2013 Apr;110:146103.Google Scholar
Jarzembski, A, Shaskey, C, Park, K. Tip-based vibrational spectroscopy for nanoscale analysis of emerging energy materials. Frontiers in Energy. 2018;12(1):43–71.Google Scholar
O’Callahan, BT, Lewis, WE, Jones, AC, Raschke, MB. Spectral frustration and spatial coherence in thermal near-field spectroscopy. Physics Review B. 2014 Jun;89:245446.Google Scholar
Herz, F, An, Z, Komiyama, S, Biehs, SA. Revisiting the dipole model for a thermal infrared near-field spectroscope. Physical Review Applied. 2018 Oct;10:044051.Google Scholar
Lin, KT, Komiyama, S, Kim, S, Ki, Kawamura, Kajihara, Y. A high signal-to-noise ratio passive near-field microscope equipped with a helium-free cryostat. Review of Scientific Instruments. 2017;88(1):013706.Google Scholar
Weng, Q, Yang, L, An, Z, Chen, P, Tzalenchuk, A, Lu, W, et al. Quasiadiabatic electron transport in room temperature nanoelectronic devices induced by hotphonon bottleneck. Nature Communications. 2021 Aug;12(1):4752.Google Scholar
Kajihara, Y, Kosaka, K, Komiyama, S. A sensitive near-field microscope for thermal radiation. Review of Scientific Instruments. 2010;81(3):033706.Google Scholar
Weng, Q, Komiyama, S, Yang, L, An, Z, Chen, P, Biehs, SA, et al. Imaging of nonlocal hot-electron energy dissipation via shot noise. Science. 2018;360(6390): 775–778.Google Scholar
Weng, Q, Lin, KT, Yoshida, K, Nema, H, Komiyama, S, Kim, S, et al. Near-field radiative nanothermal imaging of nonuniform Joule heating in narrow metal wires. Nano Letters. 2018;18(7):4220–4225.Google Scholar
Komiyama, S. Perspective: Nanoscopy of charge kinetics via terahertz fluctuation. Journal of Applied Physics. 2019;125(1):010901.Google Scholar
Sakuma, R, Lin, KT, Kim, S, Kimura, F, Kajihara, Y. Passive near-field imaging via grating-based spectroscopy. Review of Scientific Instruments. 2022;93(1):013704.Google Scholar
Xu, JB, Läuger, K, Möller, R, Dransfeld, K, Wilson, IH. Heat transfer between two metallic surfaces at small distances. Journal of Applied Physics. 1994;76(11):7209–7216.Google Scholar
Xu, JB, Läuger, K, Dransfeld, K, Wilson, IH. Thermal sensors for investigation of heat transfer in scanning probe microscopy. Review of Scientific Instruments. 1994;65(7):2262–2266.Google Scholar
Müller-Hirsch, W, Kraft, A, Hirsch, MT, Parisi, J, Kittel, A. Heat transfer in ultrahigh vacuum scanning thermal microscopy. Journal of Vacuum Science & Technology A. 1999;17(4):1205–1210.Google Scholar
Lang, S, Sharma, G, Molesky, S, Kränzien, PU, Jalas, T, Jacob, Z, et al. Dynamic measurement of near-field radiative heat transfer. Scientific Reports. 2017 Oct;7(1):13916.Google Scholar
Shi, J, Li, P, Liu, B, Shen, S. Tuning near field radiation by doped silicon. Applied Physics Letters. 2013;102(18):183114.Google Scholar
Shi, J, Liu, B, Li, P, Ng, LY, Shen, S. Near-field energy extraction with hyperbolic metamaterials. Nano Letters. 2015;15(2):1217–1221.Google Scholar
van Zwol, PJ, Thiele, S, Berger, C, de Heer, WA, Chevrier, J. Nanoscale radiative heat flow due to surface plasmons in graphene and doped silicon. Physical Review Letters. 2012 Dec;109:264301.Google Scholar
van Zwol, PJ, Ranno, L, Chevrier, J. Tuning near field radiative heat flux through surface excitations with a metal insulator transition. Physical Review Letters. 2012 Jun;108:234301.Google Scholar
Kralik, T, Hanzelka, P, Zobac, M, Musilova, V, Fort, T, Horak, M. Strong nearfield enhancement of radiative heat transfer between metallic surfaces. Physical Review Letters. 2012 Nov;109:224302.Google Scholar
Ijiro, T, Yamada, N. Near-field radiative heat transfer between two parallel SiO2 plates with and without microcavities. Applied Physics Letters. 2015;106(2):023103.Google Scholar
Ito, K, Miura, A, Iizuka, H, Toshiyoshi, H. Parallel-plate submicron gap formed by micromachined low-density pillars for near-field radiative heat transfer. Applied Physics Letters. 2015;106(8):083504.Google Scholar
Lim, M, Lee, SS, Lee, BJ. Near-field thermal radiation between doped silicon plates at nanoscale gaps. Physical Review B. 2015 May;91:195136.Google Scholar
Watjen, JI, Zhao, B, Zhang, ZM. Near-field radiative heat transfer between doped-Si parallel plates separated by a spacing down to 200 nm. Applied Physics Letters. 2016;109(20):203112.Google Scholar
Ying, X, Sabbaghi, P, Sluder, N, Wang, L. Super-Planckian radiative heat transfer between macroscale surfaces with vacuum gaps down to 190 nm directly created by SU-8 posts and characterized by capacitance method. ACS Photonics. 2020;7(1):190–196.Google Scholar
Feng, C, Tang, Z, Yu, J, Sun, C. A MEMS device capable of measuring near-field thermal radiation between membranes. Sensors. 2013;13(2):1998–2010.Google Scholar
Ghashami, M, Jarzembski, A, Lim, M, Lee, BJ, Park, K. Experimental exploration of near-field radiative heat transfer. Annual Review of Heat Transfer. 2020;23:13–58.Google Scholar
Lim, M, Song, J, Lee, SS, Lee, BJ. Tailoring near-field thermal radiation between metallo-dielectric multilayers using coupled surface plasmon polaritons. Nature Communications. 2018 Oct;9(1):4302.Google Scholar
Basu, S, Zhang, ZM. Ultrasmall penetration depth in nanoscale thermal radiation. Applied Physics Letters. 2009;95(13):133104.Google Scholar
Fong, KY, Li, HK, Zhao, R, Yang, S, Wang, Y, Zhang, X. Phonon heat transfer across a vacuum through quantum fluctuations. Nature. 2019 Dec;576(7786):243–247.Google Scholar
Jarzembski, A, Tokunaga, T, Crossley, J, Yun, J, Shaskey, C, Murdick, RA, et al. Force-induced acoustic phonon transport across single-digit nanometre vacuum gaps. arXiv; 2019.Google Scholar
Le Gall, J, Olivier, M, Greffet, JJ. Experimental and theoretical study of reflection and coherent thermal emissionby a SiC grating supporting a surface-phonon polariton. Physical Review B. 1997;55(15):10105.Google Scholar
Liu, J, Guler, U, Lagutchev, A, Kildishev, A, Malis, O, Boltasseva, A, et al. Quasicoherent thermal emitter based on refractory plasmonic materials. Optical Materials Express. 2015;5(12):2721–2728.Google Scholar
Chen, YB, Zhang, Z. Design of tungsten complex gratings for thermophotovoltaic radiators. Optics Communications. 2007;269(2):411–417.Google Scholar
He, X, Jie, J, Yang, J, Han, Y, Zhang, S. Asymmetric dielectric grating on metallic film enabled dual-and narrow-band absorbers. Optics Express. 2020;28(4): 4594–4602.Google Scholar
Heinzel, A, Boerner, V, Gombert, A, Bläsi, B, Wittwer, V, Luther, J. Radiation filters and emitters for the NIR based on periodically structured metal surfaces. Journal of Modern Optics. 2000;47(13):2399–2419.Google Scholar
Kohiyama, A, Shimizu, M, Iguchi, F, Yugami, H. Narrowband thermal radiation from closed-end microcavities. Journal of Applied Physics. 2015;118(13):133102.Google Scholar
Zhao, B, Zhao, J, Zhang, Z. Enhancement of near-infrared absorption in graphene with metal gratings. Applied Physics Letters. 2014;105(3):031905.Google Scholar
Joannopoulos, JD, Johnson, SG, Winn, JN, Meade, RD. Molding the flow of light. Princeton University Press; 2008.Google Scholar
Lin, SY, Fleming, J, El-Kady, I. Three-dimensional photonic-crystal emission through thermal excitation. Optics Letters. 2003;28(20):1909–1911.Google Scholar
Chan, DL, Soljačić, M, Joannopoulos, J. Thermal emission and design in 2D-periodic metallic photonic crystal slabs. Optics Express. 2006;14(19):8785–8796.Google Scholar
Niu, X, Qi, D, Wang, X, Cheng, Y, Chen, F, Li, B, et al. Improved broadband spectral selectivity of absorbers/emitters for solar thermophotovoltaics based on 2D photonic crystal heterostructures. JOSA A. 2018;35(11):1832–1838.Google Scholar
Fleming, J, Lin, S, El-Kady, I, Biswas, R, Ho, K. All-metallic three-dimensional photonic crystals with a large infrared bandgap. Nature. 2002;417(6884):52–55.Google Scholar
Lin, SY, Moreno, J, Fleming, J. Three-dimensional photonic-crystal emitter for thermal photovoltaic power generation. Applied Physics Letters. 2003; 83(2):380–382.Google Scholar
Han, SE, Stein, A, Norris, DJ. Tailoring self-assembled metallic photonic crystals for modified thermal emission. Physical Review Letters. 2007;99(5):053906.Google Scholar
Arpin, KA, Losego, MD, Cloud, AN, et al. Three-dimensional self-assembled photonic crystals with high temperature stability for thermal emission modification[J]. Nature Communications, 2013;4(1):2630.Google Scholar
Liu, N, Mesch, M, Weiss, T, Hentschel, M, Giessen, H. Infrared perfect absorber and its application as plasmonic sensor. Nano Letters. 2010;10(7):2342–2348.Google Scholar
Wang, L, Zhang, Z. Wavelength-selective and diffuse emitter enhanced by magnetic polaritons for thermophotovoltaics. Applied Physics Letters. 2012;100(6):063902.Google Scholar
Chen, YK, Wang, BX, Zhao, CY. Dual-band spatially-distinguishable metasurface thermal emitter for filterless mid-infrared gas sensing. International Journal of Thermal Sciences. 2023;185:108069.Google Scholar
Gong, Y, Wang, Z, Li, K, Uggalla, L, Huang, J, Copner, N, et al. Highly efficient and broadband mid-infrared metamaterial thermal emitter for optical gas sensing. Optics Letters. 2017;42(21):4537–4540.Google Scholar
Aigner, A, Dawes, JM, Maier, SA, Ren, H. Nanophotonics shines light on hyperbolic metamaterials. Light, Science & Applications. 2022;11.Google Scholar
Huo, P, Zhang, S, Liang, Y, Lu, Y, Xu, T. Hyperbolic metamaterials and metasurfaces: Fundamentals and applications. Advanced Optical Materials. 2019;7(14):1801616.Google Scholar
Poddubny, A, Iorsh, I, Belov, P, Kivshar, Y. Hyperbolic metamaterials. Nature Photonics. 2013;7(12):948–957.Google Scholar
Campione, S, Marquier, F, Hugonin, JP, Ellis, AR, Klem, JF, Sinclair, MB, et al. Directional and monochromatic thermal emitter from epsilon-near-zero conditions in semiconductor hyperbolic metamaterials. Scientific Reports. 2016;6(1):1–9.Google Scholar
Zhao, B, Zhang, ZM. Perfect mid-infrared absorption by hybrid phonon-plasmon polaritons in hBN/metal-grating anisotropic structures. International Journal of Heat and Mass Transfer. 2017;106:1025–1034.Google Scholar
Kan, YH, Zhao, CY, Zhang, ZM. Compact mid-infrared broadband absorber based on hBN/metal metasurface. International Journal of Thermal Sciences. 2018;130:192–199.Google Scholar
Hendrickson, JR, Vangala, S, Dass, C, Gibson, R, Goldsmith, J, Leedy, K, et al. Coupling of epsilon-near-zero mode to gap plasmon mode for flat-top wideband perfect light absorption. ACS Photonics. 2018;5(3):776–781.Google Scholar
Niu, X, Hu, X, Xu, Y, Yang, H, Gong, Q. Ultrafast all-optical polarization switching based on composite metasurfaces with gratings and an Epsilon-Near-Zero film. Advanced Photonics Research. 2021;2(4):2000167.Google Scholar
Feng, S, Halterman, K. Coherent perfect absorption in epsilon-near-zero metamaterials. Physical Review B. 2012;86(16):165103.Google Scholar
Liao, YL, Zhao, Y, Zhang, X, Chen, Z. An ultra-narrowband absorber with a compound dielectric grating and metal substrate. Optics Communications. 2017;385:172–176.Google Scholar
Shamkhi, HK, Sayanskiy, A, Valero, AC, Kupriianov, AS, Kapitanova, P, Kivshar, YS, et al. Transparency and perfect absorption of all-dielectric resonant metasurfaces governed by the transverse Kerker effect. Physical Review Materials. 2019;3(8):085201.Google Scholar
Liu, MQ, Zhao, CY. Ultranarrow and wavelength-scalable thermal emitters driven by high-order antiferromagnetic resonances in dielectric nanogratings. ACS Applied Materials & Interfaces. 2021.Google Scholar
Sun, S, He, Q, Hao, J, Xiao, S, Zhou, L. Electromagnetic metasurfaces: Physics and applications. Advances in Optics and Photonics. 2019;11(2):380–479.Google Scholar
Wang, R, Dal Negro, L. Engineering non-radiative anapole modes for broadband absorption enhancement of light. Optics Express. 2016;24(17):19048–19062.Google Scholar
Tian, J, Li, Q, Belov, PA, Sinha, RK, Qian, W, Qiu, M. High-Q alldielectric metasurface: Super and suppressed optical absorption. ACS Photonics. 2020;7(6):1436–1443.Google Scholar
Yang, CY, Yang, JH, Yang, ZY, Zhou, ZX, Sun, MG, Babicheva, VE, et al. Nonradiating silicon nanoantenna metasurfaces as narrowband absorbers. Acs Photonics. 2018;5(7):2596–2601.Google Scholar
Fang, X, Lou, MH, Bao, H, Zhao, CY. Thin films with disordered nanohole patterns for solar radiation absorbers. Journal of Quantitative Spectroscopy and Radiative Transfer. 2015;158:145–153.Google Scholar
Mao, P, Liu, C, Song, F, Han, M, Maier, SA, Zhang, S. Manipulating disordered plasmonic systems by external cavity with transition from broadband absorption to reconfigurable reflection. Nature Communications. 2020;11(1):1–7.Google Scholar
Chen, X, Gong, H, Dai, S, Zhao, D, Yang, Y, Li, Q, et al. Near-infrared broadband absorber with film-coupled multilayer nanorods. Optics Letters. 2013;38(13):2247–2249.Google Scholar
Sakurai, A, Yada, K, Simomura, T, Ju, S, Kashiwagi, M, Okada, H, et al. Ultranarrow-band wavelength-selective thermal emission with aperiodic multilayered metamaterials designed by Bayesian optimization. ACS Central Science. 2019;5(2):319–326.Google Scholar
Vynck, K, Burresi, M, Riboli, F, Wiersma, DS. Photon management in twodimensional disordered media. Nature Materials. 2012;11(12):1017–1022.Google Scholar
Zhou, L, Tan, Y, Wang, J, Xu, W, Yuan, Y, Cai, W, et al. 3D self-assembly of aluminium nanoparticles for plasmon-enhanced solar desalination. Nature Photonics. 2016;10(6):393–398.Google Scholar
Zhou, L, Tan, Y, Ji, D, Zhu, B, Zhang, P, Xu, J, et al. Self-assembly of highly efficient, broadband plasmonic absorbers for solar steam generation. Science Advances. 2016;2(4):e1501227.Google Scholar
Zhang, WB, Wang, BX, Zhao, CY. Selective thermophotovoltaic emitter with aperiodic multilayer structures designed by machine learning. ACS Applied Energy Materials. 2021;4(2):2004–2013.Google Scholar
Long, L, Taylor, S, Wang, L. Enhanced infrared emission by thermally switching the excitation of magnetic polariton with scalable microstructured VO2 metasurfaces. ACS Photonics. 2020;7(8):2219–2227.Google Scholar
Qu, Y, Li, Q, Cai, L, Pan, M, Ghosh, P, Du, K, et al. Thermal camouflage based on the phase-changing material GST. Light: Science & Applications. 2018;7(1): 1–10.Google Scholar
Park, J, Kang, JH, Liu, X, Maddox, SJ, Tang, K, McIntyre, PC, et al. Dynamic thermal emission control with InAs-based plasmonic metasurfaces. Science Advances. 2018;4(12):eaat3163.Google Scholar
Zylbersztejn, A, Mott, NF. Metal-insulator transition in vanadium dioxide. Physical Review B. 1975;11(11):4383.Google Scholar
Tang, K, Wang, X, Dong, K, Li, Y, Li, J, Sun, B, et al. A thermal radiation modulation platform by emissivity engineering with graded metal-insulator transition. Advanced Materials. 2020;32(36):1907071.Google Scholar
Qu, Y, Cai, L, Luo, H, Lu, J, Qiu, M, Li, Q. Tunable dual-band thermal emitter consisting of single-sized phase-changing GST nanodisks. Optics Express. 2018;26(4):4279–4287.Google Scholar
Luo, F, Fan, Y, Peng, G, Xu, S, Yang, Y, Yuan, K, et al. Graphene thermal emitter with enhanced joule heating and localized light emission in air. ACS Photonics. 2019;6(8):2117–2125.Google Scholar
Xiao, Y, Charipar, NA, Salman, J, Piqué, A, Kats, MA. Nanosecond mid-infrared pulse generation via modulated thermal emissivity. Light: Science & Applications. 2019;8(1):1–8.Google Scholar
Coppens, ZJ, Valentine, JG. Spatial and temporal modulation of thermal emission. Advanced Materials. 2017;29(39):1701275.Google Scholar
Inampudi, S, Mosallaei, H. Tunable wideband-directive thermal emission from SiC surface using bundled graphene sheets. Physical Review B. 2017 Sep;96:125407.Google Scholar
Liu, MQ, Zhao, CY, Bao, H. Transverse Kerker scattering governed by two nondegenerate electric dipoles and its application in arbitrary beam steering. Journal of Quantitative Spectroscopy and Radiative Transfer. 2021;262:107514.Google Scholar
Liu, W, Kivshar, YS. Generalized Kerker effects in nanophotonics and metaoptics. Optics Express. 2018;26(10):13085–13105.Google Scholar
Liu, MQ, Zhao, CY, Wang, BX. Polarization management based on dipolar interferences and lattice couplings. Optics Express. 2018;26(6):7235–7252.Google Scholar
Wang, Z, Clark, JK, Ho, YL, Volz, S, Daiguji, H, Delaunay, JJ. Ultranarrow and wavelength-tunable thermal emission in a hybrid metal–optical tamm state structure. ACS Photonics. 2020;7(6):1569–1576.Google Scholar
Bossard, JA, Lin, L, Yun, S, Liu, L, Werner, DH, Mayer, TS. Near-ideal optical metamaterial absorbers with super-octave bandwidth. ACS Nano. 2014;8(2):1517–1524.Google Scholar
Dahan, N, Niv, A, Biener, G, Kleiner, V, Hasman, E. Space-variant polarization manipulation of a thermal emission by a SiO2 subwavelength grating supporting surface phonon-polaritons. Applied Physics Letters. 2005;86(19):191102.Google Scholar
Dyakov, SA, Semenenko, VA, Gippius, NA, Tikhodeev, SG. Magnetic field free circularly polarized thermal emission from a chiral metasurface. Physical Review B. 2018 Dec;98:235416.Google Scholar
Li, W, Coppens, ZJ, Besteiro, LV, Wang, W, Govorov, AO, Valentine, J. Circularly polarized light detection with hot electrons in chiral plasmonic metamaterials. Nature Communications. 2015 Sep;6(1):8379.Google Scholar
Narayanaswamy, A, Chen, G. Surface modes for near field thermophotovoltaics. Applied Physics Letters. 2003;82(20):3544–3546.Google Scholar
Volokitin, AI, Persson, BNJ. Near-field radiative heat transfer between closely spaced graphene and amorphous SiO2. Physical Review B. 2011;83(24):241407.Google Scholar
Ilic, O, Jablan, M, Joannopoulos, JD, Celanovic, I, Buljan, H, Soljačić, M. Near-field thermal radiation transfer controlled by plasmons in graphene. Physical Review B. 2012;85(15):155422.Google Scholar
Messina, R, Hugonin, JP, Greffet, JJ, Marquier, F, De Wilde, Y, Belarouci, A, et al. Tuning the electromagnetic local density of states in graphene-covered systems via strong coupling with graphene plasmons. Physical Review B. 2013;87(8):085421.Google Scholar
Zhang, WB, Wang, BX, Zhao, CY. Active control and enhancement of nearfield heat transfer between dissimilar materials by strong coupling effects. International Journal of Heat and Mass Transfer. 2022;188:122588.Google Scholar
Svetovoy, VB, van Zwol, PJ, Chevrier, J. Plasmon enhanced near-field radiative heat transfer for graphene covered dielectrics. Physical Review B. 2012;85(15):155418.Google Scholar
Messina, R, Ben-Abdallah, P, Guizal, B, Antezza, M. Graphene-based amplification and tuning of near-field radiative heat transfer between dissimilar polar materials. Physical Review B. 2017;96(4):045402.Google Scholar
Liu, XL, Zhang, ZM. Giant enhancement of nanoscale thermal radiation based on hyperbolic graphene plasmons. Applied Physics Letters. 2015;107(14):143114.Google Scholar
Liu, XL, Zhang, RZ, Zhang, ZM. Near-field radiative heat transfer with dopedsilicon nanostructured metamaterials. International Journal of Heat and Mass Transfer. 2014;73:389–398.Google Scholar
Liu, XL, Wang, LP, Zhang, ZMM. Near-field thermal radiation: Recent progress and outlook. Nanoscale and Microscale Thermophysical Engineering. 2015;19(2):98–126.Google Scholar
Ikeda, T, Ito, K, Iizuka, H. Tunable quasi-monochromatic near-field radiative heat transfer in s and p polarizations by a hyperbolic metamaterial layer. Journal of Applied Physics. 2017;121(1):013106.Google Scholar
Zhang, WB, Wang, BX, Xu, JM, Zhao, CY. High-quality quasi-monochromatic near-field radiative heat transfer designed by adaptive hybrid Bayesian optimization. Science China Technological Sciences. 2022;(1674–7321).Google Scholar
Jin, W, Molesky, S, Lin, Z, Rodriguez, AW. Material scaling and frequencyselective enhancement of near-field radiative heat transfer for lossy metals in two dimensions via inverse design. Physical Review B. 2019;99(4):041403.Google Scholar
García-Esteban, JJ, Bravo-Abad, J, Cuevas, JC. Deep learning for the modeling and inverse design of radiative heat transfer. Physical Review Applied. 2021;16(6):064006.Google Scholar
Wen, S, Dang, C, Liu, X. A machine learning strategy for modeling and optimal design of near-field radiative heat transfer. Applied Physics Letters. 2022;121(7):071101.Google Scholar
Messina, R, Antezza, M, Ben-Abdallah, P. Three-body amplification of photon heat tunneling. Physical Review Letters. 2012;109(24):244302.Google Scholar
Kan, YH, Zhao, CY, Zhang, ZM. Near-field radiative heat transfer in three-body systems with periodic structures. Physical Review B. 2019;99(3):035433.Google Scholar
Simchi, H. Graphene-based three-body amplification of photon heat tunneling. Journal of Applied Physics. 2017;121(9):094301.Google Scholar
Song, J, Lu, L, Cheng, Q, Luo, Z. Three-body heat transfer between anisotropic magneto-dielectric hyperbolic metamaterials. Journal of Heat Transfer. 2018;140(8).Google Scholar
Latella, I, Pérez-Madrid, A, Rubi, JM, Biehs, SA, Ben-Abdallah, P. Heat engine driven by photon tunneling in many-body systems. Physical Review Applied. 2015;4(1):011001.Google Scholar
Messina, R, Antezza, M. Scattering-matrix approach to Casimir-Lifshitz force and heat transfer out of thermal equilibrium between arbitrary bodies. Physical Review A. 2011 Oct;84:042102.Google Scholar
Chen, J, Wang, BX, Zhao, CY. Near-field heat transport between nanoparticles inside a cavity configuration. International Journal of Heat and Mass Transfer. 2022;196:123213.Google Scholar
Han, S. Theory of thermal emission from periodic structures. Physical Review B. 2009;80(15):155108.Google Scholar
Zhu, L, Fan, S. Near-complete violation of detailed balance in thermal radiation. Physical Review B. 2014;90(22):220301.Google Scholar
Zhao, B, Shi, Y, Wang, J, Zhao, Z, Zhao, N, Fan, S. Near-complete violation of Kirchhoff’s law of thermal radiation with a 0.3 T magnetic field. Optics Letters. 2019;44(17):4203–4206.Google Scholar
Zhao, B, Guo, C, Garcia, CA, Narang, P, Fan, S. Axion-field-enabled nonreciprocal thermal radiation in Weyl semimetals. Nano Letters. 2020;20(3):1923–1927.Google Scholar
Tsurimaki, Y, Qian, X, Pajovic, S, Han, F, Li, M, Chen, G. Large nonreciprocal absorption and emission of radiation in type-I Weyl semimetals with time reversal symmetry breaking. Physical Review B. 2020;101(16):165426.Google Scholar
Shayegan, KJ, Zhao, B, Kim, Y, Fan, S, Atwater, HA. Nonreciprocal infrared absorption via resonant magneto-optical coupling to InAs. Science Advances. 2022;8(18):eabm4308.Google Scholar
Liu, MQ, Xia, S, Wan, WJ, Qin, J, H L, Zhao CY, et al. Broadband midinfrared non-reciprocal absorption using magnetized gradient epsilon-near-zero thin films. Nature Materials 2023;22(10):1196–1202.Google Scholar
Xu, SY, Belopolski, I, Alidoust, N, Neupane, M, Bian, G, Zhang, C, et al. Discovery of a Weyl fermion semimetal and topological Fermi arcs. Science. 2015;349(6248):613–617.Google Scholar
Wang, Q, Xu, Y, Lou, R, Liu, Z, Li, M, Huang, Y, et al. Large intrinsic anomalous Hall effect in half-metallic ferromagnet Co3Sn2S2 with magnetic Weyl fermions. Nature Communications. 2018;9(1):3681.Google Scholar
Ghimire, NJ, Botana, A, Jiang, J, Zhang, J, Chen, YS, Mitchell, J. Large anomalous Hall effect in the chiral-lattice antiferromagnet CoNb3S6. Nature Communications. 2018;9(1):3280.Google Scholar
Hofmann, J, Sarma, SD. Surface plasmon polaritons in topological Weyl semimetals. Physical Review B. 2016;93(24):241402.Google Scholar
Sushkov, AB, Hofmann, JB, Jenkins, GS, Ishikawa, J, Nakatsuji, S, Sarma, SD, et al. Optical evidence for a Weyl semimetal state in pyrochlore Eu2Ir2O7. Physical Review B. 2015;92(24):241108.Google Scholar
Pajovic, S, Tsurimaki, Y, Qian, X, Chen, G. Intrinsic nonreciprocal reflection and violation of Kirchhoff’s law of radiation in planar type-I magnetic Weyl semimetal surfaces. Physical Review B. 2020;102(16):165417.Google Scholar
Burkov, A. Anomalous Hall effect in Weyl metals. Physical Review Letters. 2014;113(18):187202.Google Scholar
Raman, AP, Abou Anoma, M, Zhu, L, Rephaeli, E, Fan, S. Passive radiative cooling below ambient air temperature under direct sunlight. Nature. 2014;515(7528):540–544.Google Scholar
Rephaeli, E, Raman, A, Fan, S. Ultrabroadband photonic structures to achieve high-performance daytime radiative cooling. Nano Letters. 2013;13(4): 1457–1461.Google Scholar
Chae, D, Kim, M, Jung, PH, Son, S, Seo, J, Liu, Y, et al. Spectrally selective inorganic-based multilayer emitter for daytime radiative cooling. ACS Applied Materials & Interfaces. 2020;12(7):8073–8081.Google Scholar
Kim, M, Seo, J, Yoon, S, Lee, H, Lee, J, Lee, BJ. Optimization and performance analysis of a multilayer structure for daytime radiative cooling. Journal of Quantitative Spectroscopy and Radiative Transfer. 2021;260:107475.Google Scholar
Bao, H, Yan, C, Wang, BX, Fang, X, Zhao, CY, Ruan, XL. Double-layer nanoparticle-based coatings for efficient terrestrial radiative cooling. Solar Energy Materials and Solar Cells. 2017;168:78–84.Google Scholar
Mandal, J, Fu, Y, Overvig, AC, Jia, M, Sun, K, Shi, NN, et al. Hierarchically porous polymer coatings for highly efficient passive daytime radiative cooling. Science. 2018;362(6412):315–319.Google Scholar
Li, T, Zhai, Y, He, S, Gan, W, Wei, Z, Heidarinejad, M, et al. A radiative cooling structural material. Science. 2019;364(6442):760–763.Google Scholar
Zeng, S, Pian, S, Su, M, Wang, Z, Wu, M, Liu, X, et al. Hierarchicalmorphology metafabric for scalable passive daytime radiative cooling. Science. 2021;373(6555):692–696.Google Scholar
Yang, M, Zou, W, Guo, J, Qian, Z, Luo, H, Yang, S, et al. Bioinspired “skin” with cooperative thermo-optical effect for daytime radiative cooling. ACS Applied Materials & Interfaces. 2020;12(22):25286–25293.Google Scholar
Jeon, S, Son, S, Lee, SY, Chae, D, Bae, JH, Lee, H, et al. Multifunctional daytime radiative cooling devices with simultaneous light-emitting and radiative cooling functional layers. ACS Applied Materials & Interfaces. 2020;12(49): 54763–54772.Google Scholar
Wang, T, Wu, Y, Shi, L, Hu, X, Chen, M, Wu, L. A structural polymer for highly efficient all-day passive radiative cooling. Nature Communications. 2021;12(1): 1–11.Google Scholar
Li, X, Peoples, J, Huang, Z, Zhao, Z, Qiu, J, Ruan, X. Full daytime sub-ambient radiative cooling in commercial-like paints with high figure of merit. Cell Reports Physical Science. 2020;1(10):100221.Google Scholar
Li, W, Shi, Y, Chen, K, Zhu, L, Fan, S. A comprehensive photonic approach for solar cell cooling. ACS Photonics. 2017;4(4):774–782.Google Scholar
Wu, D, Liu, C, Xu, Z, Liu, Y, Yu, Z, Yu, L, et al. The design of ultra-broadband selective near-perfect absorber based on photonic structures to achieve nearideal daytime radiative cooling. Materials & Design. 2018;139:104–111.Google Scholar
Kong, A, Cai, B, Shi, P, Xc, Yuan. Ultra-broadband all-dielectric metamaterial thermal emitter for passive radiative cooling. Optics Express. 2019;27(21):30102–30115.Google Scholar
Banik, U, Agrawal, A, Meddeb, H, Sergeev, O, Reininghaus, N, Gotz-Kohler, M, et al. Efficient thin polymer coating as a selective thermal emitter for passive daytime radiative cooling. ACS Applied Materials & Interfaces. 2021;13(20):24130–24137.Google Scholar
Chen, Z, Zhu, L, Raman, A, Fan, S. Radiative cooling to deep sub-freezing temperatures through a 24-h day–night cycle. Nature Communications. 2016;7(1):1–5.Google Scholar
Mira, ZF, Heo, SY, Lee, GJ, Song, YM, et al. Multilayer selective passive daytime radiative cooler optimization utilizing memetic algorithm. Journal of Quantitative Spectroscopy and Radiative Transfer. 2021;272:107774.Google Scholar
Hossain, MM, Jia, B, Gu, M. A metamaterial emitter for highly efficient radiative cooling. Advanced Optical Materials. 2015;3(8):1047–1051.Google Scholar
Liu, X, Tian, Y, Chen, F, Ghanekar, A, Antezza, M, Zheng, Y. Continuously variable emission for mechanical deformation induced radiative cooling. Communications Materials. 2020;1(1):1–7.Google Scholar
Jeon, S, Shin, J. Directional radiation for optimal radiative cooling. Optics Express. 2021;29(6):8376–8386.Google Scholar
Chamoli, SK, Li, W, Guo, C, ElKabbash, M. Angularly selective thermal emitters for deep subfreezing daytime radiative cooling. Nanophotonics. 2022;11(16):3709–3717.Google Scholar
Fan, S, Li, W. Photonics and thermodynamics concepts in radiative cooling. Nature Photonics. 2022;16(3):182–190.Google Scholar
Chow, T. Performance analysis of photovoltaic-thermal collector by explicit dynamic model. Solar Energy. 2003;75(2):143–152.Google Scholar
Kou Jl, Jurado Z, Chen, Z, Fan, S, Minnich, AJ. Daytime radiative cooling using near-black infrared emitters. ACS Photonics. 2017;4(3):626–630.Google Scholar
Wang, W, Fernandez, N, Katipamula, S, Alvine, K. Performance assessment of a photonic radiative cooling system for office buildings. Renewable Energy. 2018;118:265–277.Google Scholar
Goldstein, EA, Raman, AP, Fan, S. Sub-ambient non-evaporative fluid cooling with the sky. Nature Energy. 2017;2(9):1–7.Google Scholar
Smith, G, Gentle, A. Radiative cooling: Energy savings from the sky. Nature Energy. 2017;2(9):1–2.Google Scholar
Lu, Y, Chen, Z, Ai, L, Zhang, X, Zhang, J, Li, J, et al. A universal route to realize radiative cooling and light management in photovoltaic modules. Solar RRL. 2017;1(10):1700084.Google Scholar
Wang, Z, Kortge, D, Zhu, J, Zhou, Z, Torsina, H, Lee, C, et al. Lightweight, passive radiative cooling to enhance concentrating photovoltaics. Joule. 2020; 4(12):2702–2717.Google Scholar
Cho, JW, Park, SJ, Park, SJ, Kim, YB, Kim, KY, Bae, D, et al. Scalable onchip radiative coolers for concentrated solar energy devices. ACS Photonics. 2020;7(10):2748–2755.Google Scholar
Zhou, M, Song, H, Xu, X, Shahsafi, A, Xia, Z, Ma, Z, et al. Accelerating vapor condensation with daytime radiative cooling. In: New concepts in solar and thermal radiation conversion II. vol. 11121. International Society for Optics and Photonics; 2019. p. 1112107.Google Scholar
Li, W, Dong, M, Fan, L, John, JJ, Chen, Z, Fan, S. Nighttime radiative cooling for water harvesting from solar panels. ACS Photonics. 2020;8(1):269–275.Google Scholar
Cai, L, Song, AY, Wu, P, Hsu, PC, Peng, Y, Chen, J, et al. Warming up human body by nanoporous metallized polyethylene textile. Nature Communications. 2017;8(1):1–8.Google Scholar
Hsu, PC, Liu, C, Song, AY, Zhang, Z, Peng, Y, Xie, J, et al. A dual-mode textile for human body radiative heating and cooling. Science Advances. 2017; 3(11):e1700895.Google Scholar
Kang, MH, Lee, GJ, Lee, JH, Kim, MS, Yan, Z, Jeong, JW, et al. Outdooruseable, wireless/battery-free patch-type tissue oximeter with radiative cooling. Advanced Science. 2021:2004885.Google Scholar
Raman, AP, Li, W, Fan, S. Generating light from darkness. Joule. 2019; 3(11):2679–2686.Google Scholar
Moghimi, MJ, Lin, G, Jiang, H. Broadband and ultrathin infrared stealth sheets. Advanced Engineering Materials. 2018;20(11):1800038.Google Scholar
Li, L, Shi, M, Liu, X, Jin, X, Cao, Y, Yang, Y, et al. Ultrathin titanium carbide (MXene) films for high-temperature thermal camouflage. Advanced Functional Materials. 2021:2101381.Google Scholar
Wang, QW, Zhang, HB, Liu, J, Zhao, S, Xie, X, Liu, L, et al. Multifunctional and water-resistant MXene-decorated polyester textiles with outstanding electromagnetic interference shielding and Joule heating performances. Advanced Functional Materials. 2019;29(7):1806819.Google Scholar
Yan, J, Ren, CE, Maleski, K, Hatter, CB, Anasori, B, Urbankowski, P, et al. Flexible MXene/graphene films for ultrafast supercapacitors with outstanding volumetric capacitance. Advanced Functional Materials. 2017;27(30):1701264.Google Scholar
Kim, T, Bae, JY, Lee, N, Cho, HH. Hierarchical metamaterials for multispectral camouflage of infrared and microwaves. Advanced Functional Materials. 2019;29(10):1807319.Google Scholar
Zhu, H, Li, Q, Tao, C, Hong, Y, Xu, Z, Shen, W, et al. Multispectral camouflage for infrared, visible, lasers and microwave with radiative cooling. Nature Communications. 2021;12(1):1–8.Google Scholar
Wu, C, Yu, H, Li, H, Zhang, X, Takeuchi, I, Li, M. Low-loss integrated photonic switch using subwavelength patterned phase change material. ACS Photonics. 2018;6(1):87–92.Google Scholar
Zhang, H, Zhou, L, Lu, L, Xu, J, Wang, N, Hu, H, et al. Miniature multilevel optical memristive switch using phase change material. ACS Photonics. 2019;6(9): 2205–2212.Google Scholar
Carrillo, SGC, Nash, GR, Hayat, H, Cryan, MJ, Klemm, M, Bhaskaran, H, et al. Design of practicable phase-change metadevices for near-infrared absorber and modulator applications. Optics Express. 2016;24(12):13563–13573.Google Scholar
Ríos, C, Stegmaier, M, Hosseini, P, Wang, D, Scherer, T, Wright, CD, et al. Integrated all-photonic non-volatile multi-level memory. Nature Photonics. 2015; 9(11):725–732.Google Scholar
Jian, J, Wang, X, Li, L, Fan, M, Zhang, W, Huang, J, et al. Continuous tuning of phase transition temperature in VO2 thin films on c-cut sapphire substrates via strain variation. ACS Applied Materials & Interfaces. 2017;9(6):5319–5327.Google Scholar
Salihoglu, O, Uzlu, HB, Yakar, O, Aas, S, Balci, O, Kakenov, N, et al. Graphenebased adaptive thermal camouflage. Nano Letters. 2018;18(7):4541–4548.Google Scholar
Hong, S, Shin, S, Chen, R. An adaptive and wearable thermal camouflage device. Advanced Functional Materials. 2020;30(11):1909788.Google Scholar
Inoue, T, De Zoysa, M, Asano, T, Noda, S. Realization of dynamic thermal emission control. Nature Materials. 2014;13(10):928–931.Google Scholar
Li, M, Liu, D, Cheng, H, Peng, L, Zu, M. Manipulating metals for adaptive thermal camouflage. Science Advances. 2020;6(22):eaba3494.Google Scholar
Duan, X, Kamin, S, Liu, N. Dynamic plasmonic colour display. Nature Communications. 2017;8(1):1–9.Google Scholar
Kolm, H. Solar-battery power source. Solar-Battery Power Source Quarterly Progress Report Solid State Research, Group 35 (Lexington, MA: MIT Lincoln Laboratory, 1956).Google Scholar
Burger, T, Sempere, C, Roy-Layinde, B, Lenert, A. Present efficiencies and future opportunities in thermophotovoltaics. Joule. 2020;4(8):1660–1680.Google Scholar
Licht, A, Pfiester, N, DeMeo, D, Chivers, J, Vandervelde, TE. A review of advances in thermophotovoltaics for power generation and waste heat harvesting. MRS Advances. 2019;4(41–42):2271–2282.Google Scholar
Yang, W, Chou, S, Li, J. Microthermophotovoltaic power generator with high power density. Applied Thermal Engineering. 2009;29(14–15):3144–3148.Google Scholar
Chou, S, Yang, W, Chua, K, Li, J, Zhang, K. Development of micro power generators–a review. Applied Energy. 2011;88(1):1–16.Google Scholar
Schock, A, Mukunda, M, Or, C, Kumar, V, Design, Summers G., analysis, and optimization of a radioisotope thermophotovoltaic (RTPV) generator, and its applicability to an illustrative space mission. Acta Astronautica. 1995;37:21–57.Google Scholar
Wang, X, Chan, W, Stelmakh, V, Celanovic, I, Fisher, P. Toward high performance radioisotope thermophotovoltaic systems using spectral control. Nuclear Instruments and Methods in Physics Research Section A: Accelerators, Spectrometers, Detectors and Associated Equipment. 2016;838:28–32.Google Scholar
Teofilo, V, Choong, P, Chang, J, Tseng, YL, Ermer, S. Thermophotovoltaic energy conversion for space. The Journal of Physical Chemistry C. 2008;112(21): 7841–7845.Google Scholar
Thekdi, A, Nimbalkar, SU. Industrial waste heat recovery-potential applications, available technologies and crosscutting R&D opportunities. Oak Ridge National Lab.(ORNL), Oak Ridge, TN (United States); 2015.Google Scholar
Datas, A, Algora, C. Development and experimental evaluation of a complete solar thermophotovoltaic system. Progress in Photovoltaics: Research and Applications. 2013;21(5):1025–1039.Google Scholar
Ungaro, C, Gray, SK, Gupta, MC. Solar thermophotovoltaic system using nanostructures. Optics Express. 2015;23(19):A1149–A1156.Google Scholar
Good, BS, Chubb, DL, Lowe, RA. Comparison of selective emitter and filter thermophotovoltaic systems. In: AIP Conference Proceedings. vol. 358. American Institute of Physics; 1996. pp. 16–34.Google Scholar
Fan, D, Burger, T, McSherry, S, Lee, B, Lenert, A, Forrest, SR. Near-perfect photon utilization in an air-bridge thermophotovoltaic cell. Nature. 2020;586(7828): 237–241.Google Scholar
Bitnar, B, Durisch, W, Mayor, JC, Sigg, H, Tschudi, H. Characterisation of rare earth selective emitters for thermophotovoltaic applications. Solar Energy Materials and Solar Cells. 2002;73(3):221–234.Google Scholar
Fraas, L, Samaras, J, Avery, J, Minkin, L. Antireflection coated refractory metal matched emitters for use with GaSb thermophotovoltaic generators. In: Conference Record of the Twenty-Eighth IEEE Photovoltaic Specialists Conference- 2000 (Cat. No. 00CH37036). IEEE; 2000. pp. 1020–1023.Google Scholar
Fraas, L, Avery, J, Huang, H. Thermophotovoltaic furnace–generator for the home using low bandgap GaSb cells. Semiconductor Science and Technology. 2003;18(5):S247.Google Scholar
Heinzel, A, Boerner, V, Gombert, A, Wittwer, V, Luther, J. Microstructured tungsten surfaces as selective emitters. In: AIP Conference Proceedings. vol. 460. American Institute of Physics; 1999. pp. 191–196.Google Scholar
Sai, H, Yugami, H, Akiyama, Y, Kanamori, Y, Hane, K. Surface microstructured selective emitters for TPV systems. In: Conference Record of the Twenty-Eighth IEEE Photovoltaic Specialists Conference-2000 (Cat. No. 00CH37036). IEEE; 2000. pp. 1016–1019.Google Scholar
Sai, H, Yugami, H, Akiyama, Y, Kanamori, Y, Hane, K. Spectral control of thermal emission by periodic microstructured surfaces in the near-infrared region. JOSA A. 2001;18(7):1471–1476.Google Scholar
Sai, H, Kanamori, Y, Yugami, H. High-temperature resistive surface grating for spectral control of thermal radiation. Applied Physics Letters. 2003;82(11): 1685–1687.Google Scholar
Sai, H, Yugami, H. Thermophotovoltaic generation with selective radiators based on tungsten surface gratings. Applied Physics Letters. 2004;85(16):3399–3401.Google Scholar
Celanovic, I, Jovanovic, N, Kassakian, J. Two-dimensional tungsten photonic crystals as selective thermal emitters. Applied Physics Letters. 2008;92(19):193101.Google Scholar
Chen, YB, Tan, KH. The profile optimization of periodic nano-structures for wavelength-selective thermophotovoltaic emitters. International Journal of Heat and Mass Transfer. 2010;53(23–24):5542–5551.Google Scholar
Araghchini, M, Yeng, Y, Jovanovic, N, Bermel, P, Kolodziejski, L, Soljacic, M, et al. Fabrication of two-dimensional tungsten photonic crystals for high-temperature applications. Journal of Vacuum Science & Technology B, Nanotechnology and Microelectronics: Materials, Processing, Measurement, and Phenomena. 2011;29(6):061402.Google Scholar
Gee, JM, Moreno, JB, Lin, SY, Fleming, JG. Selective emitters using photonic crystals for thermophotovoltaic energy conversion. In: Conference Record of the Twenty-Ninth IEEE Photovoltaic Specialists Conference, 2002. IEEE; 2002.pp. 896–899.Google Scholar
Nagpal, P, Han, SE, Stein, A, Norris, DJ. Efficient low-temperature thermophotovoltaic emitters from metallic photonic crystals. Nano Letters. 2008;8(10): 3238–3243.Google Scholar
Huang, TC, Wang, BX, Zhang, WB, Zhao, CY. A novel selective thermophotovoltaic emitter based on multipole resonances. International Journal of Heat and Mass Transfer. 2022;182:122039.Google Scholar
Rinnerbauer, V, Ndao, S, Xiang Yeng, Y, Senkevich, JJ, Jensen, KF, Joannopoulos, JD, et al. Large-area fabrication of high aspect ratio tantalum photonic crystals for high-temperature selective emitters. Journal of Vacuum Science & Technology B, Nanotechnology and Microelectronics: Materials, Processing, Measurement, and Phenomena. 2013;31(1):011802.Google Scholar
Rinnerbauer, V, Yeng, YX, Chan, WR, Senkevich, JJ, Joannopoulos, JD, Soljačić, M, et al. High-temperature stability and selective thermal emission of polycrystalline tantalum photonic crystals. Optics Express. 2013;21(9):11482–11491.Google Scholar
Fraas, L, Ballantyne, R, Hui, S, Ye, SZ, Gregory, S, Keyes, J, et al. Commercial GaSb cell and circuit development for the midnight sun® TPV stove. In: AIP Conference Proceedings. vol. 460. American Institute of Physics; 1999.pp. 480–487.Google Scholar
Fraas, L, Minkin, L. TPV history from 1990 to present & future trends. In: AIP Conference Proceedings. vol. 890. American Institute of Physics; 2007.pp. 17–23.Google Scholar
Nakagawa, N, Ohtsubo, H, Waku, Y, Yugami, H. Thermal emission properties of Al2O3/Er3Al5O12 eutectic ceramics. Journal of the European Ceramic Society. 2005;25(8):1285–1291.Google Scholar
Bitnar, B, Durisch, W, Holzner, R. Thermophotovoltaics on the move to applications. Applied Energy. 2013;105:430–438.Google Scholar
Durisch, W, Grob, B, Mayor, JC, Panitz, JC, Rosselet, A. Interfacing a small thermophotovoltaic generator to the grid. In: AIP Conference Proceedings. vol. 460. American Institute of Physics; 1999. pp. 403–416.Google Scholar
Omair, Z, Scranton, G, Pazos-Outón, LM, Xiao, TP, Steiner, MA, Ganapati, V, et al. Ultraefficient thermophotovoltaic power conversion by band-edge spectral filtering. Proceedings of the National Academy of Sciences. 2019;116(31): 15356–15361.Google Scholar
Swanson, RM. Recent developments in thermophotovoltaic conversion. In: 1980 International Electron Devices Meeting. IEEE; 1980. pp. 186–189.Google Scholar
Fernández, J, Dimroth, F, Oliva, E, Hermle, M, Bett, A. Back-surface optimization of germanium TPV cells. In: AIP Conference Proceedings. vol. 890. American Institute of Physics; 2007. pp. 190–197.Google Scholar
Fraas, L, Samaras, J, Huang, H, Minkin, L, Avery, J, Daniels, W, et al. TPV generators using the radiant tube burner configuration. In: Proceedings of 17th European PV Solar Energy Conference, Munich, Germany. vol. 26; 2001.Google Scholar
LaPotin, A, Schulte, KL, Steiner, MA, Buznitsky, K, Kelsall, CC, Friedman, DJ, et al. Thermophotovoltaic efficiency of 40%. Nature. 2022;604(7905):287–291.Google Scholar
Dong, X, Gao, S, Li, S, Zhu, T, Huang, J, Chen, Z, et al. Bioinspired structural and functional designs towards interfacial solar steam generation for clean water production. Materials Chemistry Frontiers. 2021;5(4):1510–1524.Google Scholar
Neumann, O, Urban, AS, Day, J, Lal, S, Nordlander, P, Halas, NJ. Solar vapor generation enabled by nanoparticles. ACS Nano. 2013;7(1):42–49.Google Scholar
Ni, G, Miljkovic, N, Ghasemi, H, Huang, X, Boriskina, SV, Lin, CT, et al. Volumetric solar heating of nanofluids for direct vapor generation. Nano Energy. 2015;17:290–301.Google Scholar
Liu, Y, Yu, S, Feng, R, Bernard, A, Liu, Y, Zhang, Y, et al. A bioinspired, reusable, paper-based system for high-performance large-scale evaporation. Advanced Materials. 2015;27(17):2768–2774.Google Scholar
Li, X, Xu, W, Tang, M, Zhou, L, Zhu, B, Zhu, S, et al. Graphene oxide-based efficient and scalable solar desalination under one sun with a confined 2D water path. Proceedings of the National Academy of Sciences. 2016;113(49):13953–13958.Google Scholar
Liu, Y, Liu, Z, Huang, Q, Liang, X, Zhou, X, Fu, H, et al. A high-absorption and self-driven salt-resistant black gold nanoparticle-deposited sponge for highly efficient, salt-free, and long-term durable solar desalination. Journal of Materials Chemistry A. 2019;7(6):2581–2588.Google Scholar
Zhang, P, Li, J, Lv, L, Zhao, Y, Qu, L. Vertically aligned graphene sheets membrane for highly efficient solar thermal generation of clean water. ACS Nano. 2017;11(5):5087–5093.Google Scholar
Xu, N, Hu, X, Xu, W, Li, X, Zhou, L, Zhu, S, et al. Mushrooms as efficient solar steam-generation devices. Advanced Materials. 2017;29(28):1606762.Google Scholar
Ito, Y, Tanabe, Y, Han, J, Fujita, T, Tanigaki, K, Chen, M. Multifunctional porous graphene for high-efficiency steam generation by heat localization. Advanced Materials. 2015;27(29):4302–4307.Google Scholar
Hogan, NJ, Urban, AS, Ayala-Orozco, C, Pimpinelli, A, Nordlander, P, Halas, NJ. Nanoparticles heat through light localization. Nano Letters. 2014;14(8): 4640–4645.Google Scholar
Chala, TF, Wu, CM, Chou, MH, Guo, ZL. Melt electrospun reduced tungsten oxide/polylactic acid fiber membranes as a photothermal material for lightdriven interfacial water evaporation. ACS Applied Materials & Interfaces. 2018;10(34):28955–28962.Google Scholar
Sun, L, Li, Z, Su, R, Wang, Y, Li, Z, Du, B, et al. Phase-transition induced conversion into a photothermal material: Quasi-metallic WO2.9 nanorods for solar water evaporation and anticancer photothermal therapy. Angewandte Chemie. 2018;130(33):10826–10831.Google Scholar
Tao, P, Shu, L, Zhang, J, Lee, C, Ye, Q, Guo, H, et al. Silicone oil-based solar-thermal fluids dispersed with PDMS-modified Fe3O4@ graphene hybrid nanoparticles. Progress in Natural Science: Materials International. 2018; 28(5):554–562.Google Scholar
Chen, J, Zhou, Y, Li, R, Wang, X, Chen, GZ. Highly-dispersed nickel nanoparticles decorated titanium dioxide nanotube array for enhanced solar light absorption. Applied Surface Science. 2019;464:716–724.Google Scholar
Li, K, Chang, TH, Li, Z, Yang, H, Fu, F, Li, T, et al. Biomimetic MXene textures with enhanced light-to-heat conversion for solar steam generation and wearable thermal management. Advanced Energy Materials. 2019;9(34):1901687.Google Scholar
Zha, XJ, Zhao, X, Pu, JH, Tang, LS, Ke, K, Bao, RY, et al. Flexible anti-biofouling MXene/cellulose fibrous membrane for sustainable solar-driven water purification. ACS Applied Materials & Interfaces. 2019;11(40):36589–36597.Google Scholar
Liu, PF, Miao, L, Deng, Z, Zhou, J, Su, H, Sun, L, et al. A mimetic transpiration system for record high conversion efficiency in solar steam generator under onesun. Materials Today Energy. 2018;8:166–173.Google Scholar
Zhang, P, Liu, F, Liao, Q, Yao, H, Geng, H, Cheng, H, et al. A microstructured graphene/poly (N-isopropylacrylamide) membrane for intelligent solar water evaporation. Angewandte Chemie International Edition. 2018;57(50): 16343–16347.Google Scholar
Tian, L, Luan, J, Liu, KK, Jiang, Q, Tadepalli, S, Gupta, MK, et al. Plasmonic biofoam: A versatile optically active material. Nano Letters. 2016;16(1): 609–616.Google Scholar
Zhang, W, Zhu, W, Shi, S, Hu, N, Suo, Y, Wang, J. Bioinspired foam with large 3D macropores for efficient solar steam generation. Journal of Materials Chemistry A. 2018;6(33):16220–16227.Google Scholar
Min, M, Liu, Y, Song, C, Zhao, D, Wang, X, Qiao, Y, et al. Photothermally enabled pyro-catalysis of a BaTiO3 nanoparticle composite membrane at the liquid/air interface. ACS Applied Materials & Interfaces. 2018;10(25):21246–21253.Google Scholar
Tao, F, Zhang, Y, Wang, B, Zhang, F, Chang, X, Fan, R, et al. Graphite powder/semipermeable collodion membrane composite for water evaporation. Solar Energy Materials and Solar Cells. 2018;180:34–45.Google Scholar
Geng, H, Xu, Q, Wu, M, Ma, H, Zhang, P, Gao, T, et al. Plant leaves inspired sunlight-driven purifier for high-efficiency clean water production. Nature Communications. 2019;10(1):1–10.Google Scholar
Shi, L, Wang, X, Hu, Y, He, Y, Yan, Y. Solar-thermal conversion and steam generation: A review. Applied Thermal Engineering. 2020;179:115691.Google Scholar
Wang, X, He, Y, Liu, X, Cheng, G, Zhu, J. Solar steam generation through bioinspired interface heating of broadband-absorbing plasmonic membranes. Applied Energy. 2017;195:414–425.Google Scholar
Higgins, M, Rahmaan, AS, Devarapalli, RR, Shelke, MV, Jha, N. Carbon fabric based solar steam generation for waste water treatment. Solar Energy. 2018;159:800–810.Google Scholar
Wu, L, Dong, Z, Cai, Z, Ganapathy, T, Fang, NX, Li, C, et al. Highly efficient three-dimensional solar evaporator for high salinity desalination by localized crystallization. Nature Communications. 2020;11(1):1–12.Google Scholar
Inoue, T, Koyama, T, Kang, DD, Ikeda, K, Asano, T, Noda, S. One-chip near-field thermophotovoltaic device integrating a thin-film thermal emitter and photovoltaic cell. Nano Letters. 2019;19(6):3948–3952.Google Scholar
Hanamura, K, Fukai, H, Srinivasan, E, Asano, M, Masuhara, T. Photovoltaic generation of electricity using near-field radiation. In: ASME/JSME Thermal Engineering Joint Conference. vol. 38921; 2011. p. T20066.Google Scholar
Hanamura, K, Mori, K. Nano-gap tpv generation of electricity through evanescent wave in near-field above emitter surface. In: AIP Conference Proceedings. vol. 890. American Institute of Physics; 2007. pp. 291–296.Google Scholar
Zhao, B, Chen, K, Buddhiraju, S, Bhatt, G, Lipson, M, Fan, S. Highperformance near-field thermophotovoltaics for waste heat recovery. Nano Energy. 2017;41:344–350.Google Scholar
Wang, LP, Zhang, ZM. Thermal rectification enabled by near-field radiative heat transfer between intrinsic silicon and a dissimilar material. Nanoscale and Microscale Thermophysical Engineering. 2013;17(4):337–348.Google Scholar
Otey, CR, Lau, WT, Fan, S. Thermal rectification through vacuum. Physical Review Letters. 2010;104(15):154301.Google Scholar
Ghanekar, A, Ji, J, Zheng, Y. High-rectification near-field thermal diode using phase change periodic nanostructure. Applied Physics Letters. 2016; 109(12):123106.Google Scholar
Yu, Z, Sergeant, NP, Skauli, T, Zhang, G, Wang, H, Fan, S. Enhancing far-field thermal emission with thermal extraction. Nature Communications. 2013;4(1):1–7.Google Scholar
Simovski, C, Maslovski, S, Nefedov, I, Kosulnikov, S, Belov, P, Tretyakov, S. Hyperlens makes thermal emission strongly super-Planckian. Photonics and Nanostructures-Fundamentals and Applications. 2015;13:31–41.Google Scholar
Ilic, O, Bermel, P, Chen, G, Joannopoulos, JD, Celanovic, I, Soljačić, M. Tailoring high-temperature radiation and the resurrection of the incandescent source. Nature Nanotechnology. 2016;11(4):320–324.Google Scholar
Leroy, A, Wilke, K, Soljačić, M, Wang, EN, Bhatia, B, Ilic, O. High performance incandescent light bulb using a selective emitter and nanophotonic filters. SPIE; 2017.Google Scholar

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  • Changying Zhao, Shanghai Jiao Tong University, China
  • Book: Thermal Radiation
  • Online publication: 31 October 2024
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  • References
  • Changying Zhao, Shanghai Jiao Tong University, China
  • Book: Thermal Radiation
  • Online publication: 31 October 2024
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  • References
  • Changying Zhao, Shanghai Jiao Tong University, China
  • Book: Thermal Radiation
  • Online publication: 31 October 2024
Available formats
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