Book contents
- Frontmatter
- Dedication
- Contents
- Preface
- Acknowledgments
- List of Symbols
- 1 Introduction to Quantum Physics and Measurement
- 2 Projective Measurement
- 3 Generalized Measurem
- 4 Weak Measurement
- 5 Continuous Measurement: Diffusive Case
- 6 Continuous Measurement: Quantum Jump Case
- 7 Linear Detectors
- 8 Quantum Amplification
- 9 Measurement-Related Phenomena and Applications
- 10 Feedback and Control
- 11 Epilogue: What Does It All Mean?
- Appendix A Review of Classical Probability Theory
- Appendix B Mixed Quantum States
- References
- Index
6 - Continuous Measurement: Quantum Jump Case
Published online by Cambridge University Press: 10 May 2024
- Frontmatter
- Dedication
- Contents
- Preface
- Acknowledgments
- List of Symbols
- 1 Introduction to Quantum Physics and Measurement
- 2 Projective Measurement
- 3 Generalized Measurem
- 4 Weak Measurement
- 5 Continuous Measurement: Diffusive Case
- 6 Continuous Measurement: Quantum Jump Case
- 7 Linear Detectors
- 8 Quantum Amplification
- 9 Measurement-Related Phenomena and Applications
- 10 Feedback and Control
- 11 Epilogue: What Does It All Mean?
- Appendix A Review of Classical Probability Theory
- Appendix B Mixed Quantum States
- References
- Index
Summary
In Chapter 6, we discuss quantum jumps, or leaps, beginning with a historical discussion of quantum jumps, or leaps, and giving the motivating example of blinking atoms in trapped ions and quantum jumps in superconducting circuits. Despite the disruptive name, we discuss how jumps fit into the category of continuous measurement. In some cases, quantum jumps can be predicted, and even reversed. We build up the mathematical formalism by discussing the quantum Zeno effect, Lindblad-type master equations, leading to jump and no-jump dynamics - an inseparable combination of discrete and continuous dynamics. In fact, the discrete nature of the jump is illusory. We discuss the dynamics of a quantum jump and the transition from jumps to diffusion.
- Type
- Chapter
- Information
- Quantum MeasurementTheory and Practice, pp. 129 - 152Publisher: Cambridge University PressPrint publication year: 2024