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Resonant Energy Exchange between Atoms in Dispersing and Absorbing Surroundings

机译:原子在分散和吸收环境中的共振能量交换

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Within the framework of quantization of a macroscopic electromagnetic field, a master equation describing both the resonant dipole-dipole interaction (RDDI) and the resonant atom-field interaction in the presence of dispersing and absorbing macroscopic bodies is derived, with the relevant couplings being expressed in terms of the surroundings-assisted Green's tensor. It is shown that, under certain conditions, the RDDI can be regarded as being governed by an effective Hamiltonian. The theory, which applies to both weak and strong atom-field coupling, is used to study the resonant energy exchange between two (two-level) atoms initially sharing a single excitation. In particular, it is shown that, in the regime of weak atom-field coupling, there is a time window where the energy transfer follows a transfer-rate law of the type obtained by ordinary second-order perturbation theory. Finally, the spectrum of the light emitted during the energy transfer is studied and the line splittings are discussed.
机译:在宏观电磁场的量化框架内,推导了描述存在分散和吸收宏观物体时共振偶极-偶极相互作用(RDDI)和共振原子-场相互作用的主方程,并表达了相关耦合就环境辅助格林的张量而言。结果表明,在某些条件下,RDDI可以视为由有效的哈密顿量控制。该理论适用于弱和强原子-场耦合,用于研究最初共享单个激发的两个(两级)原子之间的共振能量交换。特别地,表明了在弱原子-场耦合的情况下,存在一个时间窗口,在该时间窗口中,能量传递遵循通过普通的二阶微扰理论获得的类型的传递速率定律。最后,研究了能量转移过程中发出的光的光谱,并讨论了线分裂。

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