Hostname: page-component-cd9895bd7-dk4vv Total loading time: 0 Render date: 2024-12-28T22:05:06.680Z Has data issue: false hasContentIssue false

Atmospheric Gusts

Present State of the Art and Further Research

Published online by Cambridge University Press:  04 July 2016

J. K. Zbrożek*
Affiliation:
Royal Aircraft Establishment, Bedfords

Summary:—

Starting with atmospheric motions on a global scale, different categories of atmospheric turbulence are discussed. It is pointed out that the turbulence within the earth’s boundary layer is comparatively better understood than any other type of turbulence, due to a concerted effort by meteorologists and by aircraft engineers. Clear air turbulence, turbulence in clouds and storms are subjects of active research, but we are still at the beginning of the understanding of these phenomena.

The influence of atmospheric turbulence on some aspects of aircraft engineering is mentioned and the problem of the calculation or turbulence-induced loads is discussed in some detail. It is pointed out that the estimation of turbulence loads is a transposition of experience gained on one aircraft to another. The most simple technique of doing so is to assume that the atmospheric turbulence can be represented by a collection of single, isolated gusts and by making very simplifying assumptions about the dynamics of aircraft response. This technique, the discrete gust approach, in spite of serious theoretical reservations, has worked admirably well, but it appears that in many applications the limits of usefulness of the discrete gust approach have been reached. The alternative way of dealing with gusts is to treat them as a basically continuous phenomenon using the comparatively recently developed spectral technique. This technique not only permits the aircraft dynamics to be properly accounted for, but also describes the atmospheric turbulence in more realistic fashion, understandable not only to aircraft engineers but also to meteorologists and students of fluid dynamics.

Type
Research Article
Copyright
Copyright © Royal Aeronautical Society 1965

Access options

Get access to the full version of this content by using one of the access options below. (Log in options will check for institutional or personal access. Content may require purchase if you do not have access.)

References

1.Atmospheric Turbulence and Its Relation to Aircraft. Proceedings of a Symposium held at the Royal Aircraft Establishment, Farnborough on 16th November 1961. London H.M.S.O., 1963.Google Scholar
2.Zbrożek, J. K.Aircraft Behaviour in a Vertical Gradient of Wind Velocity. The Aeronautical Quarterly, Vol. XIV, August 1963.Google Scholar
3.Progress in Aeronautical Sciences. Volume 3. Edited by Ferri, A., Kuchemann, D. and Sterne, L. H. G., Pergamon Press, 1962.Google Scholar
4.Zbrożek, J. K. The Relationship Between the Discrete Gust and Power Spectra Presentation of Atmospheric Turbulence, With a Suggested Model of Low-Altitude Turbulence. R & M. No. 3216, March 1960.Google Scholar
5.Buixen, N. I. Gusts at Low Altitude in North Africa. RAE Tech. Note Structures 304, September 1961.Google Scholar
6.Smith, F. B.An Analysis of Vertical Wind-Fluctuations at Heights Between 500 and 5000 ft. Quarterly Journal of the Royal Meteorological Society, Vol. 87, No. 372, pp 180193, April 1961.Google Scholar
7.Pasquill, F.Atmospheric Diffusion. D. Van Nostrand Company Ltd., 1962.Google Scholar
8.Burns, A. Power Spectra of the Vertical Component of Atmospheric Turbulence Obtained from Concurrent Measure ments on an Aircraft and at Fixed Points. RAE Tech. Note Structures 325, January 1963.Google Scholar
9.Press, H. and Steiner, R. An Approach to the Problem of Estimating Severe and Repeated Gust Loads For Missile Operations. NACA Tech. Note 4332, September 1958.Google Scholar
10.Jones, R. F.Five Flights Through a Thunderstorm Belt. Quarterly Journal of the Royal Meteorological Society, Vol. 80, pp 377387, 1954.Google Scholar
11.Houbolt, J. C., Steiner, R. and Pratt, K. G. Dynamic Response of Airplanes to Atmospheric Turbulence Including Flight Data on Input and Response. NASA Technical Report R-199, June 1964. (An earlier version of this paper bearing the title: “Flight Data and Considerations of the Dynamic Response of Airplanes to Atmospheric Turbulence“ was presented to AGARD, July 1962.)Google Scholar
12.Pinus, N. Z.Vertical Motion in Thunderclouds. Dokl. Akad. Nauk SSSR, Vol. 150, No. 4, pp 788790, 1963.Google Scholar
13.Steiner, R. and Rhyne, R. H. Atmospheric Turbulence and Airplane Response in Convective-Type Clouds. AIAA Pre print No. 63-292, July 1963.CrossRefGoogle Scholar
14.Strom, J. H. and Weatherman, T. G. NB-66B High Altitude Gust Survey. Report ASD-TDR-63-145, Vols. I, II and III, Project No. 1447, April 1963.Google Scholar
15.Zbrożek, J. K. Vertical Accelerations Due to Structural Vibrations of a Slender Aircraft Flying in Continuous Turbulence. RAE Tech. Note Aero. 2901, July 1963.Google Scholar
16.Zbrożek, J. K. Gust Alleviation Factor. R & M No. 2970, May 1953.Google Scholar
17.Greidanus, J. H. and Van de Vooren, A. I. Gust Load Coefficients for Wing and Tail Surfaces of an Aeroplane. NLL Report F28, April 1948.Google Scholar
18.Bullen, N. I. The Distribution of Gusts in the Atmosphere. An Integration of U.K. and U.S. Data. ARC Current Paper No. 419, June 1958.Google Scholar
19.Zbrożek, J. K., Smith, K. W. and White, D. Preliminary Report on a Gust Alleviator Investigation on a Lancaster Aircraft. R & M 2972, August 1953.Google Scholar
20.Zbrożek, J. K. Theoretical Analysis of a Gust Alleviator Used on a Lancaster Aircraft and Comparison with Experiment. R & M 3326, January 1961.Google Scholar
21.Hunter, P. A., Kraft, C. C. and Alford, W. L. A Flight Investigation of an Automatic Gust-Alleviation System in a Transport Airplane. NASA TN-D-532.Google Scholar
22.Burns, Anne. Fatigue Loadings in Flight—Loads in the Wing of a Varsity. RAE Tech. Note, Structures 192, May 1956.Google Scholar
23.Wells, E. W. Fatigue Loadings in Flight—Loads in the Nose Undercarriage and Wing of a Valiant. RAE Tech. Note, Structures 242, June 1958.Google Scholar
24.Jones, D. T. Power Spectrum Analysis of Gust Loads on the Comet Wing and Tailplane. RAE Report Structures 211, July 1956.Google Scholar
25.Huntley, E. Calculations of the Response of a Flexible Slender Wing Aircraft to Discrete Vertical Gusts. RAE Tech. Note Aero. 2771, July 1961.Google Scholar
26.Taylor, J. Design and Use of Counting Accelerometers. R&M 2812, June 1950.Google Scholar
27.Taylor, J.Measurement of Gust Loads in Aircraft. Journal of the Royal Aeronautical Society, 57, 78, 1953.CrossRefGoogle Scholar
28.Press, H., Meadows, M. T. and Hadlock, I. A Revaluation of Data on Atmospheric Turbulence and Airplane Gust Loads for Application in Spectral Calculations. NACA Report 1272, 1956.Google Scholar
29.Hall, J. C. A Re-analysis of Existing Gust Data Using the Power Spectrum Method. De Havilland Aero Dept/3287, ARC 24 397, February 1962.Google Scholar
30.Clementson, G. C. An Investigation of the Power Spectral Density of Atmospheric Turbulence. D.Sc. Thesis. Massachusetts Institute of Technology. ATI-80319, 1950.Google Scholar
31.Zbrożek, J. K. and Ridland, D. M. A Measured Power Spectrum of the Vertical Component of Atmospheric Turbulence. RAE Tech. Note Aero. 2681, March 1960.Google Scholar
32.Von Karman, T.Collected works of T. von Kdrmdn. Vol. IV, 1940-1951. Butterworths Scientific Publications, London, 1956, pp 357359, Sur la th£orie statistique de la turbulence; pp 362-371, Progress in the statistical theory of turbulence; also: Turbulence. Classic papers on statistical theory. Eds. S. K. FRIEDLANDER and L. TOPPER, Interscience Publishers, Inc., pp 162-174, 1961.Google Scholar
33.Burns, Anne. Power Spectra of Low Level Atmospheric Turbulence Measured From an Aircraft. RAE Tech. Note Structures 329, April 1963.Google Scholar
34.Zbrożek, J. K. A Study of the Longitudinal Response of Aircraft to Turbulent Air. RAE Report No. Aero. 2530, January 1955.Google Scholar
35.Zbrożek, J. K. Longitudinal Response of Aircraft to Oscillatory Vertical Gusts. (Frequency Analysis Including the Effect of Unsteady Aerodynamics.) RAE Report No. Aero. 2559, November 1955.Google Scholar
36.Zbrożek, J. K. Theoretical Study of the Rolling Response of Aircraft to Turbulent Air. AGARD Report 373, April 1961.Google Scholar
37.Ridland, D. M. The Measured Response of an Aircraft to the Vertical Velocity Component of Atmospheric Turbulence. RAE Tech. Note Aero. 2866. February 1963.Google Scholar
38.Ridland, D. M. Unsteady Lift Slope Values Obtained From Flight Measurements in Gusts. RAE Tech. Note Aero. 2829, June 1962.Google Scholar
39.Diederich, F. W. The Response of an Airplane to Random Atmospheric Disturbances. NACA Tech. Note 3910, April 1957.Google Scholar
40.Taylor, J.Manual on Aircraft Loads. Agardograph No. 83, Pergamon Press, 1964 (to be published).Google Scholar