Jaynes–Cummings model breaks down when the cavity geometry significantly reduces free-space emission

Martin Blaha, Arno Rauschenbeutel, Jürgen Volz
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Abstract

Strong coupling between a single resonator mode and a single quantum emitter is key to a plethora of experiments and applications in quantum science and technology and is commonly described by means of the Jaynes–Cummings model. Here, we show that the Jaynes–Cummings model only applies when the cavity does not significantly change the emitter’s decay rate into free-space. Most notably, the predictions made by the Jaynes–Cummings model become increasingly wrong when approaching the ideal emitter-resonator systems with no free-space decay channels. We present a Hamiltonian that provides, within the validity range of the rotating wave approximation, a correct theoretical description that applies to all regimes. As minimizing the coupling to free-space modes is paramount for many cavity-based applications, a correct description of strong light-matter interaction is therefore crucial for developing and optimizing quantum protocols.
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当空腔几何形状大大减少自由空间发射时,杰恩斯-康明斯模型就会崩溃
单谐振器模式与单量子发射器之间的强耦合是量子科学与技术领域大量实验和应用的关键,通常用杰恩斯-康明斯模型来描述。在这里,我们证明杰恩斯-康明斯模型只适用于空腔不会显著改变发射器进入自由空间的衰减率的情况。最值得注意的是,当接近没有自由空间衰变通道的理想发射器-谐振器系统时,杰恩斯-康明斯模型的预测会变得越来越错误。我们提出了一种哈密顿方程,它在旋转波近似的有效范围内提供了适用于所有情况的正确理论描述。由于与自由空间模式的耦合最小化对于许多基于空腔的应用至关重要,因此正确描述强光-物质相互作用对于开发和优化量子协议至关重要。
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