Cavity quantum physics

I. Kenyon
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Abstract

The model of a cavity-enclosed 2-state atom with transition frequency near resonant with a cavity mode is introduced. For conditions where their coupling dominates the Jaynes–Cummings model is described. Rabi flopping of energy between atom’s excited state and the cavity mode is recounted. Hybrid states and the AC Stark effect are discussed. Experiments with Rydberg atoms revealing the quantum nature of the cavity-atom state are discussed. Then mechanisms for trapping ions are outlined and the use of a single mercury ion as the pendulum of an optical clock is described. This relies on shelving to make non-demolition measurements on the ion. Then the measurement of (g-2) for the electron using an electron in a Penning trap is related. The quantity of interest, is the difference between the cyclotron and spin precession frequencies: its measurement by a different non-demolition technique is detailed. Finally the Purcell effect is presented, by which the lifetime of an atomic state in a cavity can be shortened or lengthened.
空腔量子物理学
介绍了跃迁频率接近谐振腔模式的腔封闭二态原子模型。对于它们的耦合占主导地位的情况,描述了詹尼斯-卡明斯模型。叙述了原子激发态和腔模之间能量的拉比跳变。讨论了杂化态和交流斯塔克效应。讨论了用里德伯原子进行的揭示腔原子态量子性质的实验。然后概述了捕获离子的机制,并描述了单个汞离子作为光钟钟摆的使用。这依赖于搁置对离子进行非拆除测量。然后介绍了利用彭宁阱中的电子测量电子的(g-2)。感兴趣的量,是回旋加速器和自旋进动频率之间的差异:它的测量不同的非拆除技术是详细的。最后提出了珀塞尔效应,该效应可以缩短或延长腔内原子态的寿命。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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