电容耦合电路

在零温情况下，电容耦合电路的本征态是平移Fock态。

At zero temperature , the eigenstates of the capacitive coupled electric circuit are the displaced Fock states .

耦合部分有电阻时介观电容耦合电路中的量子涨落

Quantum fluctuations in the damped capacitive coupled electric circuit with resistance in the coupling part

为提高信号的稳定性和保真度，对电路中的量子涨落进行了研究.利用热场动力学（TFD）方法计算了有限温度下介观电容耦合电路中的量子涨落。

Using the thermal field dynamics , the quantum fluctuations in the capacitive coupled electric circuits at finite temperature are calculated .

从经典电容耦合电路的运动方程出发，研究了在平移压缩Fock态下介观电容耦合电路中每个回路的电荷和电流的量子涨落。

Starting from the classical equation of motion for a mesoscopic capacitance coupling circuits , the quantum fluctuations of charge and current of the circuits in a displaced squeezed Fock state are investigated .

压缩真空态下介观电容耦合电路的量子涨落

Quantum Fluctuation of Mesoscopic Capacitor Coupled Circuit in Squeezed Vacuum State

三网孔介观电容耦合电路的量子效应

Quantum Effects in Mesoscopic Capacitor Coupled Circuits of Three Meshes

在热压缩态下介观电容耦合电路中的量子涨落

Quantum Fluctuations in the Mesoscopic Capacitive Coupled Electric Circuits Under Thermo Squeezed States

介观电容耦合电路的量子纠缠效应

Entangled quantum effect in mesoscopic capacitance coupling circuit

耗散介观电容耦合电路的量子化

Quantization of dissipative mesoscopic capacitance coupling circuit

对于电容耦合电路的不同实际状态，研究了完全由耦合引起的量子涨落减小问题。

For different states of the mesoscopic capacitive coupled electric circuit , reduction of quantum fluctuations induced by the coupling was studied .

研究结果表明：介观耗散电容耦合电路的库仑阻塞条件不仅与电路中的电容和电感有关，而且与耗散电阻有关；

Our research results show that the CCB is related not only to the junction capacitance , but also to the inductance and resistance .

介观电容耦合电路中的库仑阻塞和量子涨落本工作采用恒电流库仑法分析铀氧化物中的铀。

The Coulomb Blockade and Quantum Fluctuations of Mesoscopic Capacity Coupling Circuits ; A method of constant-current coulometric titration for determination of uranium in uranium oxide is described .

通过量子化电容耦合电路和对角化电路哈密顿量，研究了介观电路在压缩真空态的激发态下的量子力学效应。

The quantum effects of the mesoscopic circuit with capacitive coupling under the excited states of squeezed vacuum states are investigated by quantizing the circuit and diagonalizing its Hamiltonian .

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。

By means of canonicalization transformation , we study the quantization of dissipative mesoscopic capacitance coupling circuit , and discuss the quantum fluctuations of charges and generalized currents in the system .

从理论上分析了双调谐电感、电容耦合电路的相位特性，阐述了随其温度变化的规律，并给出实际调谐电路线性最佳设计的公式。

This paper analyzes in theory the phase characteristics of double tuned circuits and capacitive coupling circuits , discusses the rules by which they change with temperatures , and puts forward the optimum linear design formula of actual tuned circuits .

该文基于介观电路中电荷应是量子化的这一事实，应用正则量子化方法给出了介观耗散电容耦合电路的量子化方法和库仑阻塞条件。

Based on the fact that the charge is quantized in a dissipative mesoscopic capacitance coupling circuit , the quantum theory of the mesoscopic capacitance coupling circuit and the condition for Coulomb blockade ( CCB ) are given by using canonical quantization method .

本文在电容耦合RLC电路中，对类电磁感应透明现象进行了系统的研究。

In Capacitively coupled RLC circuit , the EIT-like effect is studied systematically .

在第四章，基于电荷的量子化特征，给出了介观电容耦合RLC电路的量子化方法，研究了介观电容耦合RLC电路的库仑阻塞效应。

In chapter 4 , regarding the discreteness of electric charge , we present the method of the mesoscopic capacitance coupling RLC circuit and studied the Coulomb blockade effect in the circuit .

电荷不连续时电容耦合介观电路的量子回路方程及其能谱

The Quantum Loop Equation and the Energy Spectrum for the Capacitance Coupled Mesoscopic Circuit with Charge Discreteness

为了提高能量回收电路的效率，提出了能量回收电容耦合逻辑电路。

Energy recovery capacitance coupling logic ( ERCCL ) was developed to improve the energy efficiency of adiabatic logic circuits .

散热片与器件间的电容耦合是电路产生共模辐射的主要原因之一，其对研究电路的辐射发射特别重要。然而长期以来人们将该电容简化为平板电容，采用静电场推导的电容公式计算。

Coupling capacitance between the heatsink and the devices produces common mode emission , which is considered as a constant calculated by a equation resulting from the static field for a long time .

对于一般形式的含时电容和电感耦合电路，利用Heisenberg对应原理研究了体系的量子经典对应关系以及量子涨落。

For the general time-dependent inductance-capacitance coupled circuits , quantum-classical correspondence and the quantum fluctuations are studied by using the Heisenberg correspondence principle .

介观互感电容耦合双谐振电路在压缩真空态下的量子涨落

The Quantum Fluctuations of Mesoscopic Double Resonance Mutual Inductance and Capacitance Coupling Circuit in Squeezed Vacuum State

一种电容耦合差动逻辑电路，其中主要是利用耦合电容以及感测放大器的作用，来处理一差动电路部份的输。

A capacitor-coupling differential logic circuit handling the output of a differential circuit using coupling capacitors and sense amplifier .

其中包括对印制板的布线、电容性耦合、数字电路的噪声容限和传输线的探讨。

It includes wiring of printed circuit board , electric capacity coupling , tolerance of digital circuit noise , and transmission line .

由无耗散介观电感、电容共同耦合的双网孔电路具有电荷和电流双运动耦合的哈密顿出发，讨论无耗散介观电感、电容共同耦合电路的量子化方案，在此基础上进一步讨论两种特殊情况。

Starting from the Hamilton which is given by the coupling both of charge and current in the non-dissipative mesoscopic capacitance and inductance coupling circuit , the method of quantization in the circuit is obtained , and based on it we also discussed two particular situations .

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。

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