Semiconductor quantum dot is a mesoscopic system with marked quantum size effect.
半导体量子点是一种具有显著量子尺寸效应的介观体系。
The mesoscopic dynamics of a chemical chaos model was studied by stochastic simulations.
用随机模拟方法研究了化学混沌模型的介观动力学。
We report the current-voltage characteristics of quasi-one dimemsional mesoscopic Al line.
我们研究了介观铝超导线的电流-电压关系的特性。
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。
A mesoscopic transmission line composed with periodic series of LC circuits is studied in this paper.
研究由多个单元电感电容回路周期性连接而成的介观传输线路。
The mesoscopic dynamics of a chemical chaos model was studied by stochastic simulations in this paper .
本文用随机模拟方法研究了一化学混沌模型的介观动力学。
In the last few years, much attention has been paid to the study of shot noise in the mesoscopic systems.
最近几年，很多工作者研究了介观系统的散粒噪声。
Simulated results provided the precondition and foundation for mesoscopic mechanical analysis in concrete.
模拟结果为混凝土细观力学分析提供了前提和基础。
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。
We obtain the transmittance in a one-dimensional mesoscopic ring array with the help of quantum waveguide theory.
利用量子波导理论导出了一维介观环链的透射率，并给出了透射率随着入射能量关系变化的曲线。
Quantitative studies of pore fluid influence on the mechanical properties of rocks are carried out on mesoscopic scale.
在细观尺度上对孔隙流体对岩石力学性质的影响进行定量化研究。
The response of calcium bursting oscillation to internal noise is studied by solving mesoscopic chemical Langevin equations.
采用介观的化学朗之万方程研究了内噪音对于钙离子阵发振荡行为的影响。
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。
DPD is an off-lattice mesoscopic simulation technique which involves a set of particles moving in continuous space and discrete time.
DPD是非格子模型介观模拟技术，囊括粒子群在连续的空间和间断的时间中运动。
In chapter one, we introduce typical structure of mesoscopic nano-systems and their characteristics, especially their transport properties.
第一章介绍了介观纳米体系的结构和性质特征，特别是电子输运性质。
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。
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。
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。
Based on quantum waveguide theory, the effect of impurities on the transmission probability and the persistent currents in mesoscopic structure is studied.
采用量子波导理论，研究了介观结构中杂质对透射几率和持续电流的影响。
Besed upon the quantization of a mesoscopic dissipation transmission line, the squeezing effect of the line in the amplitude Schrodinger-Cat state was studied.
在介观耗散传输线量子化的基础上，研究了振幅薛定谔猫态下该传输线的压缩特性。
Then, we introduce the quantum master equation method and its application in the full counting statistics of the electron transport through a mesoscopic system.
接着阐述了量子主方程方法及其在研究电子在介观系统中量子输运的全计数统计中的应用。
The research on 3D braided composites can be classified with the research of physical performances based on mesoscopic geometrical model and mechanical properties.
有关三维编织复合材料的理论分析研究归纳为：基于细观结构几何模型的物理性能研究和力学性能研究两部分。
The research results indicate that the amplitude of persistent currents in mesoscopic rings depend not only on the coupling intensity but also on coupling direction.
结果显示，持续电流的幅度不仅受耦合的强度而且还受耦合的相对方向的共同影响。
The mesoscopic transport through a quantum dot and a toroidal carbon nanotube (TCN) coupled system is investigated with the nonequilibrium Green's function technique.
应用非平衡格林函数方法研究通过环形碳纳米管—量子点耦合系统的介观输运。
A mesoscopic mechanics model for masonry structures is established based on elastic damage mechanics and the tests of masonry structures under shear-compression loading.
从砌体细观结构出发，提出了用于砌体复合剪压受力过程模拟的细观力学模型。
A mesoscopic mechanics model for masonry structures is established based on elastic damage mechanics and the tests of masonry structures under shear-compression loading.
从砌体细观结构出发，提出了用于砌体复合剪压受力过程模拟的细观力学模型。
应用推荐