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Microscopic Derivation of Kinetic Equations for Interacting Optical Two-Level Systems

机译:相互作用光学两能级系统动力学方程的微观推导

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摘要

Kinetic equations are derived for optical two-level atoms interacting with a molecular subsystem treated as a thermostat. It is assumed that the kinetics is determined by the electric dipole interaction perturbed by the thermal motion. Dynamic parts of the kinetic equations coincide with the corresponding terms of optical Bloch equations, whereas nonlinear relaxation and shift terms have the specific form and are absent in the phenomenological generalized Bloch equations. It is shown that the relaxation kinetics can be substantially different from the exponential one and depends on the initial state of the system. In particular, the inversion relaxation is frozen at small deviations from the equilibrium. The possibility of observation of the optical bistability is discussed.
机译:推导了光学二级原子与被视为恒温器的分子子系统相互作用的动力学方程。假设动力学是由热运动扰动的电偶极子相互作用决定的。动力学方程的动态部分与光学Bloch方程的相应项一致,而非线性弛豫和位移项具有特定形式,在现象学广义Bloch方程中不存在。结果表明,弛豫动力学可以与指数动力学基本不同,并且取决于系统的初始状态。尤其是,反演弛豫被冻结在偏离平衡的微小偏差处。讨论了观察光学双稳态的可能性。

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