The significance, motivation, progress, and challenges was analyzed for reversible logic synthesis of quantum circuit.
本文阐述的重点是量子电路的可逆逻辑综合问题。
There is currently a major ongoing research effort about Silicon-based quantum dot devices because of their unique properties and compatible with mature Si integrated circuit.
硅基量子点器件由于其独特的性能以及和硅集成电路相容的特点成为研究的重点。
So, we develop the photon coincidence instrument using by modern circuit and computer, it is very important measure instrument in common use for quantum communication and information processing.
本文研制的光子符合仪就是利用现代电路和计算机技术实现的量子通信和信息处理中最常用、最重要的测试仪器。
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.
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。
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。
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 result shows that the quantum fluctuations of the voltage and current of each branch are related with parameter of the circuit element, and decay with time.
结果表明，各支路电流电压的量子涨落均与电路器件的参数有关，且随时间衰减。
The quantum fluctuations of mesoscopic RLC circuit in vacuum state and in thermal vacuum state are considered.
在真空态和热真空态下讨论了介观RLC电路的量子涨落。
A simple equivalent circuit model of quantum well laser (QW LD) which is derived by QW rate equations and is accomplished in the circuit simulation program SPICE.
给出一个新的量子阱激光器等效电路模型，由量子阱激光器单模速率方程推导得到并在电路模拟程序SPICE中完成。
The result shows that the quantum fluctuations of the voltage and current of each branch are related with parameter of the circuit element, and also related with temperature and decayed with time.
结果表明，各支路电流电压的量子涨落均与电路器件的参数以及温度有关。
By making use of the quantum canonic ensemble theory, the quantum fluctuations of a mesoscopic RLC circuit in the mixed state have been studied.
利用量子正则系综理论研究了介观rlc电路在混合态下的量子涨落。
The difference of the circuit parameters in the two component circuits makes the quantum fluctuations in one component circuit smaller and that in the other larger.
两个分回路电路参数的不同会使一个分回路中的量子涨落减小，另一个分回路中的增加。
In a definite temperature, the system will be in a mixed state, further, we obtain the quantum fluctuations in mesoscopic LC circuit with a power source in a finite temperature.
在确定的温度下，系统将处在混合态，进一步得到有限温度下含源介观LC电路的量子涨落。
An actual process for the inductive coupled electric circuit is studied and special attention is paid to the quantum fluctuations in the coupling part.
同时特别关注了以往未加深入研究的耦合部分的量子涨落。
For a quantum base circuit, semi-template can provide all the templates based on this base circuit and improve the optimization efficiency.
对于模板的基本电路，类模板可以提供基于该基本电路的所有的有效模板，提高了电路优化效率。
The next day, while having a mint Oreo shake at a restaurant near my office, I told Caleb, one of the quantum-circuit experts I worked with, that I doubted I'd ever see my name in print.
第二天，在办公室邻近的一个餐馆，我一边吃着奥利奥薄荷冰激凌，一边对卡勒布说(他是和我共事的一位量子回路专家)，我觉得这辈子甭想指望我的名字能上杂志了。
Similar to the electric circuit without resistance, electric sources affect the amount of the electric charge and current, but do not affect their quantum fluctuations.
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。
For different states of the mesoscopic capacitive coupled electric circuit, reduction of quantum fluctuations induced by the coupling was studied.
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。
The quantum fluctuations of the charge and current in the two loops of the circuit were studied under squeezed vacuum excitation state, squeezed vacuum state and vacuum state, respectively.
研究了压缩真空态的激发态、压缩真空态和真空态下回路中电荷和电流的量子涨落。
For different states of the mesoscopic capacitive coupled electric circuit, reduction of quantum fluctuations induced by the coupling was studied.
研究了两个分回路中电路参数即电容和电感的不同对有阻尼的介观耦合电路中量子涨落的影响。
By extending the thermal field dynamics to the time dependent system, quantum fluctuations of the time dependent mesoscopic LC electric circuit at finite temperature were studied.
通过将热场动力学推广到含时体系，研究了有限温度下介观含时LC电路中的量子涨落。
By extending the thermal field dynamics to the time dependent system, quantum fluctuations of the time dependent mesoscopic LC electric circuit at finite temperature were studied.
通过将热场动力学推广到含时体系，研究了有限温度下介观含时LC电路中的量子涨落。
应用推荐