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Near-Field Heat Flow Between Two Quantum Oscillators

机译:两个量子振荡器之间的近场热流

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We calculate the exact steady-state heat flow between two Ohmically damped quantum oscillators 1 and 2, with natural frequency , interacting through their near-field dipole-dipole potential V. To keep them at nominally constant temperatures respectively, they have to be coupled to thermostats functioning in a way one must specify explicitly unless one assumes local thermal equilibrium, which would, inadequately as a rule, restrict the calculation to leading order in V. Here the thermostats are modelled as stretched strings, one end attached to the oscillator, and the other to an infinitely distant device ensuring that the string carries thermal noise appropriate to or in addition to whatever motion is enforced by the oscillator. Aiming at insight rather than numerics, we focus mainly on simple approximations by powers of and for weak damping in the essentially quantum low-temperature regime where . From it is easy to find the heat flux between two insulating Drude-modelled half-spaces.
机译:我们计算两个欧姆阻尼量子振荡器1和2之间的确切稳态热流,它们的固有频率通过它们的近场偶极-偶极电势V相互作用。要分别将它们保持在名义上恒定的温度下,必须将它们耦合到恒温器必须以一种明确的方式运行,除非人们假设局部热平衡,否则通常不会将计算限制在V的前导顺序。这里,恒温器建模为拉伸弦,一端连接到振荡器,另一端连接到振荡器。另一个则是无限远的设备,以确保琴弦传递的热量适合于或强加于振荡器产生的任何运动。着眼于洞察力而不是数值,我们主要关注在本质上是量子低温状态下的的幂的简单近似以及弱阻尼的近似。从中很容易找到两个绝缘的Drude模型半空间之间的热通量。

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