用正则量子化方法将介观互感容感耦合双谐振电路量子化。
A mesoscopic double resonance circuit with mutual inductance and capacitance-inductance coupling was quantized using canonical quantization method.
发现在耦合电容存在的有互感的电路中，通过调节互感耦合系数来控制电路的量子涨落和压缩效应是很方便的。
It is found that it is convenient to control the quantum fluctuations and squeezed effect by adjusting mutual inductance coupling coefficient in mutual inductance circuit with coupling capacitance.
对介观互感电容耦合电路作双模耦合谐振子处理，将其量子化。
Mesoscopic double resonance mutual inductance and capacitance coupling circuit is quantized by the method of harmonic oscillator quantization.
我们发现电路元件之间的互感耦合效应对消相干的影响效果是很复杂的。
The influence on decoherence of the mutual inductance coupling between the circuit components is complicated.
利用移源法讨论耦合电感元件的消互感问题，具有消互感后的等效电路的优点，并可得到消互感方法的适用条件。
Based on the method of source transfer, this paper discusses the decoupling inductor. The method can easily present a decoupling circuit and give the usable conditions of the decoupling inductor.
利用移源法讨论耦合电感元件的消互感问题，具有消互感后的等效电路的优点，并可得到消互感方法的适用条件。
Based on the method of source transfer, this paper discusses the decoupling inductor. The method can easily present a decoupling circuit and give the usable conditions of the decoupling inductor.
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