mesoscopic的例句大全

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

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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

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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。

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quantum effect of mesoscopic dissipative parallel lc circuit

介观耗散LC并联电路的量子效应

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quantization of mesoscopic parallel damped lc circuit

介观阻尼LC并联电路的量子化

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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。

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mesoscopic simulation on the interaction between polymer pvp and surfactant aot

聚合物PVP与表面活性剂AOT相互作用的介观模拟

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for the unique mesoscopic standpoint, boltzmann equation attracted more and more attention.

Boltzmann方程因其独特的介观观点而受极大的关注，亦成为本文数值计算的理论基础。

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quantum effects in mesoscopic rlc circuit under eigenstate of ladder operator

阶梯算符本征态下介观RLC电路的量子效应

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current-voltage steps of mesoscopic josephson junction in quantum light fields

量子光场中的介观Josephson结的流压台阶

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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

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the generalized momentum and kinetic momentum of mesoscopic rlc circuit

RLC介观电路中的广义动量和动力学动量

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quantization in mesoscopic rlc coupled circuit of two meshes

两网孔介观RLC耦合电路的量子化

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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。

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quantization of mesoscopic rlc circuit and quanta fluctuate

介观RLC电路的量子化及量子涨落

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study on quantum fluctuations of mesoscopic series-parallel connection rlc circuit by wigner function theory

用Wigner函数理论研究介观串并联RLC电路的量子涨落

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The lnteraction of mesoscopic Josephson junction with a single mode quantum light field was investigated.

研究了介观约瑟夫森结与单模量子光场相互作用的规律.

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A mesoscopic double resonance circuit 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.

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With miro miniaturization being the core impetus of modern aviation and military affairs, micro-milling is recognized the most fit for machining micro parts, because of its unique advantages suitable for various materials of high precision processing in mesoscopic scales.

随着微小型化技术成为现代化航空航天、军事国防的核心推动力，微细铣削因具有在介观尺度上适合于多种材料的高精密加工这一独特优势，而被认为最适合加工微小型零部件。

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Applying the formula into mesoscopic system, we get the energy level of linear oscillator.

应用能量测不准量公式到介观系统, 可得线性谐振子的能级宽度.

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