A mesoscopic double resonance circuit with mutual inductance and capacitance-inductance coupling was quantized using canonical quantization method.
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。
The quartal features can be obtained by the canonical procedure of quantization.
量子特征可用正则量子化方式得到。
With quantization scheme of canonical transformation and gauge transformation, Hamiltonian operator and wave function of a quantized RLC circuit with external source are obtained.
采用正则变换量子化以及规范变换方案，得到有源rl C电路量子化哈密顿算符及其波函数。
The quantization of a general mesoscopic RLC circuit with source by series-mounting is studied by using a new canonical transformation satisfied condition.
通过正则化变换 ，研究了耗散介观电容耦合电路的量子化 ，并讨论了系统中电荷和广义电流的量子涨落 。
The quantization of a general mesoscopic RLC circuit with source by series-mounting is studied by using a new canonical transformation satisfied condition.
通过正则化变换 ，研究了耗散介观电容耦合电路的量子化 ，并讨论了系统中电荷和广义电流的量子涨落 。
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