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根据电阻产生的物理机制,即电子与声子的相互作用对两分回路中均有电阻的电感耦合电路进行了量子化,给出了分回路及耦合部分的量子涨落和电路中的参数与环境温度的关系.电感耦合可以降低电流的量子涨落,但是使电荷的电子涨落增大.与无耗散的电路类似,电源影响电荷和电流的大小,但不影响电荷和电流的电子涨落.以往从电荷的经典运动方程出发,通过变量代换的正则量子化方法,相当于将这里高温极限的结果应用到了低温情况.
According to the physical mechanism of resistance, that is the interaction between electrons and phonons, the inductive coupling circuit with resistance in the two-loop circuit is quantized. The quantum fluctuation of the sub-circuit and the coupling part and the relationship between the parameters and Ambient temperature. Inductance coupling reduces the quantum fluctuations of the current but increases the ebb and flow of the charge. Similar to non-dissipative circuits, the power supply affects the magnitude of charge and current but does not affect the charge-current electron-up In the past, starting from the classic equations of motion of electric charge, the regular quantization by variable substitution is equivalent to applying the result of high temperature limit here to low temperature.