光学弱测量路线图

Ritwik Dhara, Niladri Modak, Shyamal Guchhait, Nirmalya Ghosh
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引用次数: 0

摘要

尽管弱测量和弱值放大(WVA)是建立在量子力学和量子测量原理的基础上的,但由于其固有的波干涉起源,它们在光学中得到了广泛的应用。除了用于解决量子力学的基础问题或解决量子悖论之外,弱测量和WVA已被用于许多计量应用,例如,小光束位移的量化,微小角旋转,极小相移的确定,光谱位移,揭示弱基本光学效应,改进光学成像,放大弱信号和提取小物理参数等等。本文在提供了微弱测量和WVA的数学基础后,简要总结了微弱测量在经典光学领域的一些计量应用,讨论了WVA在微弱信号估计和检测方面的潜在优势,并阐述了WVA的干涉测量原理。讨论了量子光学领域的实验弱测量和WVA方案,强调了经典光学和量子光学领域弱测量的新前景和新趋势,以及它们在下一代超灵敏光学器件开发中的前景。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Roadmap on Weak Measurements in Optics

Roadmap on Weak Measurements in Optics

Even though weak measurements and weak value amplification (WVA) are founded on the principles of quantum mechanics and quantum measurements, these have found widespread applications in optics due to their inherent origin in wave interference. Besides their use in addressing foundational questions of quantum mechanics or for resolving quantum paradoxes, weak measurements and WVA have thus been used for numerous metrological applications, e.g., quantification of small optical beam displacement, tiny angular rotation, determination of extremely small phase shifts, spectral shifts, unraveling weak fundamental optical effects, improved optical imaging, amplifying weak signal and extracting small physical parameters and so forth. In this review, after providing the mathematical foundation of weak measurement and WVA, some of the metrological applications of weak measurements in the classical optics domain are briefly summarized, and the controversies and debates on the potential advantages of WVA in the estimation and detection of weak signal are discussed, and the interferometric philosophy of WVA is elucidated. The experimental weak measurement and WVA schemes in the domain of quantum optics are also discussed and highlighted the new perspectives and emerging trends of weak measurements in both the classical and quantum optics domain and their prospects in the development of next-generation ultra-sensitive optical devices.

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