LC circuit

Using a controllable voltage source to realize a free oscillation of LC circuit

用可控电压源实现LC电路的自由振荡

Quantum fluctuations of voltage and current in mesoscopic LC circuit

介观LC电路中电压、电流的量子涨落

General Formulation for Quantum Fluctuation of Charge and Current in Mesoscopic LC Circuit

介观LC电路中电荷和电流量子涨落的一般关系式

Time Dependent the Average of the Charge and Current ina Mesoscopic LC Circuit

介观LC电路的电荷和电流平均值随时间的演化

Condition Generating Squeezed Vacuum States for Quantum Fluctuations in Mesoscopic LC Circuit

介观LC电路量子涨落压缩真空态生成的条件

Quantum fluctuations of mesoscopic LC circuit at finite temperature

有限温度下介观LC电路中的量子涨落

Quantum Effect of Mesoscopic Dissipative Parallel LC Circuit

介观耗散LC并联电路的量子效应

Quantum fluctuations of voltage and current in nondissipative mesoscopic active LC circuit

无耗散介观含源LC电路中电流和电压的量子涨落

We investigated the quantum effects of the mesoscopic LC circuit with a non-linear diode .

最后考虑到非线性元件在介观电路中的作用，我们研究了电路中存在非线性二极管时介观LC电路的量子效应。

The Quantum Loop Equations in the Mesoscopic LC Circuit under the Charge Discreteness

电荷离散化时介观LC电路的量子回路方程

Starting from the classical equation of motion , the mesoscopic parallel LC circuit is quantized .

从经典LC并联电路的运动方程出发，将介观LC并联电路量子化。

The evolution of quantum state with time in the time-dependent mesoscopic LC circuit containing source is studied in this paper .

研究了介观LC电路在外加电源作用下，系统量子态随时间的演化，分析了实现压缩态的动力学过程。

Traditional LC circuit has been replaced by coupled-inductance filter to gain greater attenuation rate in the high frequency .

该拓扑结构利用耦合电感滤波网络取代传统的LC电路，以得到高频段更大的衰减率，从而有效抑制输出纹波。

Quantization of Mesoscopic Parallel Damped LC Circuit

介观阻尼LC并联电路的量子化

The Quantum Fluctuation of the Charge , Current and Energy in the Mesoscopic LC Circuit with the Charge Discreteness

电荷离散化时介观LC电路中电荷、电流以及能量的量子涨落

The time-dependent properties and the steady state features of a quantum LC circuit with a source in a thermal bath are studied .

本文通过求解热库中有源LC电路的密度矩阵方程，研究电路状态的时间演化及其稳态特性。

Quantum effects of mesoscopic LC circuit in squeezing Schr ( o | ¨) dinger cat state

压缩薛定谔猫态下介观LC电路的量子效应

Number-phase quantization scheme for LC circuit and Josephson junction 's Cooper pairs

介观LC回路数-相量子化和Josephson结的Cooper对数-相量子化

This paper mainly investigates dynamic behavior of charge and current in a mesoscopic LC circuit with discrete charge by considering coupling energy of the mesoscopic capacitor .

主要通过考虑介观电容的耦合能，对离散电荷介观LC电路中的电荷与电流的动力学行为进行了研究。

The studies contain the quantum squeezing effect in the mesoscopic LC circuit and the Coulomb blockade effect in the mesoscopic capacitance coupling RLC circuit .

本文对含有介观电容的介观电路作了理论推导和数值分析，主要研究了介观LC电路的量子压缩效应和介观电容耦合RLC电路的库仑阻塞效应。

Thus we give an approach of mesoscopic LC circuit 's quantization and discuss the influence of capacitor 's coupling effects to the quantum fluctuation of mesoscopic LC circuit .

并讨论了电容耦合效应对介观LC电路中电荷和磁通量子涨落的影响。

Meanwhile , based on the equivalent capacitance and inductance of microstrip lines , the equivalent LC circuit and approach formula for center frequency have been obtained by means of simulation and experiment results .

从微带线的等效分布电感电容出发，结合模拟和试验结果以及滤波器结构参数对滤波特性的影响，提出该滤波器的等效LC电路模型以及计算中心工作频率的经验公式。

As the current generation of sinusoidal signals commonly used in LC circuit structure complicated and very inconvenient to debug them , and make the frequency continuously adjustable , it is difficult to achieve .

由于目前常用的产生正弦信号的LC振荡电路结构复杂，调试起来非常不方便，并且要使频率连续可调很难做到。

A quantization scheme for an LC circuit a source was proposed and the fluctuations of the charge and the magnetic flux of the circuit in excited squeezed vacuum state are studied by using the complete quantum theory .

通过量子化LC电路，运用全量子理论研究了在激发压缩真空态下介观LC电路中电荷、磁通量的量子涨落。

Starting from the equation of an active LC circuit , the influences of source on quantum fluctuation are investigated by quantizing an active LC circuit and calculating the quantum fluctuations of the voltage and the current .

从有源LC电路运动方程出发，通过量子化有源LC电路和计算电压、电流的量子涨落，研究了电源对量子涨落的影响。

Using by the idea of damped harmonic oscillator operation , parallel mesoscopic damped LC circuit is quantized . On this basic theory , we studied quantum fluctuations of the voltage and current of each branch in vacuum state .

借鉴阻尼谐振子的量子力学处理的研究思想，将介观阻尼LC并联电路量子化，在此基础上研究了真空态下，各支路电流和电压的量子涨落。

The results indicate that under the action of external source , the system will evolve from the vacuum state to the squeezing state for time-dependent LC circuit containing source , but to the coherent state for time-independent LC circuit .

结果表明，在外加电源作用下，时变介观LC电路的量子态将由初始的真空态演化到压缩态。

By keeping the frequency of non dissipative mesoscopic LC circuit a constant and its parameter varying with the step function , the quantum state of the circuit evolves to a squeezed even coherent state from the initial even coherent state .

通过保持非耗散介观LC电路的固有频率不变，而使电路参数作阶跃函数变化，就可将介观LC电路由初始的偶相干态制备到压缩偶相干态；

In chapter 3 , from the viewpoint that the electron wave function of the two polar plates in the mesoscopic capacitance is coupled , we take the coupling energy into account and obtain the Hamilton of the mesoscopic LC circuit without electromotive force .

在第三章，从介观电容两极板的电子波函数相互耦合这一观点出发，考虑了介观电容的耦合能，给出了无源介观LC电路的哈密顿量（？）

In this paper , the solution of auxilliary equation of a mesoscopic LC circuit with time dependent parameters is obtained , the squeezing effect of the charge and current of the mesoscopic LC circuit in the coherent state for the time dependent have been investigated .

本文研究了时变介观LC电路辅助方程的解，讨论了含时相干态下电路中电荷和电流的压缩效应。