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Master equation for collective spontaneous emission with quantized atomic motion

机译:具有量化原子运动的集体自发发射的主方程

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We derive a Markovian master equation for the internal dynamics of an ensemble of two-level atoms including all effects related to the quantization of their motion. Our equation provides a unifying picture of the consequences of recoil and indistinguishability of atoms beyond the Lamb-Dicke regime on both their dissipative and conservative dynamics, and applies equally well to distinguishable and indistinguishable atoms. We give general expressions for the decay rates and the dipole-dipole shifts for any motional states, and we find closed-form formulas for a number of relevant states (Gaussian states, Fock states, and thermal states). In particular, we show that dipole-dipole interactions and cooperative photon emission can be modulated through the external state of motion.
机译:我们推出了一个Markovian主方程,用于两个级别原子的集合的内部动态,包括与其运动量化相关的所有效果。 我们的等式提供了统一的图像,其后果的后果和无法区分原子可以超出羔羊 - 迪克政权的耗散和保守动态,并且同样适用于可区分和无法区分的原子。 我们向衰减率和偶极偶极转移提供任何运动状态的一般表达,我们为许多相关国家(高斯州,套管和热态)找到了封闭式公式。 特别地,我们表明偶极偶极相互作用和协作光子发射可以通过外部运动状态来调制。

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