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potential trough
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  势阱
     CA's Finite Deep Potential Trough Model of the Elastic Wave Propagational Mechanism in Solid Medium
     固体介质中弹性波传播机制的细胞自动机有限深势阱模型
短句来源
     Furthermore the paper presents the Lennard-Jones(10-6) potential function,which is periodic distribution and exhibits a "bucket" in a single potential trough.
     得到了模型的Lennard-Jones(10-6)势能函数,并且势能是周期性分布的,在单个势阱中呈“桶”状;
短句来源
     Based on the cellular automata finite deep potential trough model and the Lennard-Jones(12-6) potential,the paper analyses the form and distribution of the potential energy and energy of the molecule group in the model in terms of the deduce of the quantum mechanics.
     在细胞自动机有限深势阱模型的基础上,利用Lennard-Jones(12-6)势能,通过量子力学推导和分析,对模型中的势能和分子组能量的形式和分布进行了探讨.
短句来源
     The quantum mechanics analysis on the cellular automata finite deep potential trough model in the solid medium
     固体介质中细胞自动机有限深势阱的量子力学分析
短句来源
     And it is also dealt with quan-tized potential trough in limited depth of weak magnetic field,compared with the result of experiment.
     对于弱场中有限深的量子势阱也进行了研究和与实验结果的比较.
短句来源
更多       
  “potential trough”译为未确定词的双语例句
     STUDY OF EIGENSTATE EFFECT ON QUANTIZED POTENTIAL TROUGH SURFACE BY CALCULUS OF VARIATIONS
     用变分法研究量子势阱表面本征态效应
短句来源
     It is of much significance that researches on the multi-quantized potential trough structure of light-luminescence have done to the analysis of material construction.
     多重量子阱结构和光致发光的研究 ,对材料结构分析有着重要的意义。
短句来源
     It is of much significance to the analysis of material construction that researches on the multi-quantized potential trough structure and the light-Lumiresence are done.
     多重量子阱结构和光致发光的研究,对材料结构分析有着重要的意义.
短句来源
  相似匹配句对
     H. L. potential.
     H. L.
短句来源
     THE L PRINCIPLE AND THE L POTENTIAL
     L原理与L势
短句来源
     Trough basin.
     海槽内部。
短句来源
     The Solving Process Analysis Based on the Solutions of the Potential Distribution in Conducting Trough
     基于导体槽内电位计算的求解技术分析
短句来源
     STUDY OF EIGENSTATE EFFECT ON QUANTIZED POTENTIAL TROUGH SURFACE BY CALCULUS OF VARIATIONS
     用变分法研究量子势阱表面本征态效应
短句来源
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  potential trough
It is found that strong deviations from the predictions of cubic response theory occur at scaling field strengths sufficient to give the charge an energy gain ofkBT when it traverses one potential trough.
      
For surface runoff we prescribe a potential trough at the grid boundary in which water is collected.
      


For the infinite deep spherical potential trough with motive boundary,its boundary condition may be turned into a stable boundary condition after a squeezing transformation.This quantum system is equivalent to another system which a particle(mass m and charge q) is interactive to electromagnetics vector potential.Berry phase has been derived in the process of the squeezing transformation.

对无限深运动边界球方势阱,通过引入压缩变换,可将含时运动边界条件化为稳定边界条件,该量子体系等价于一个质量为m电荷为q的粒子与电磁矢势相互作用的量子体系,求出了由于压缩变换而导致的Berry相因子

The essay is mainly dealt with wave function and energy transformation of quantized poten-tial trough by calculus of variations,compared with method of perturbation. And it is also dealt with quan-tized potential trough in limited depth of weak magnetic field,compared with the result of experiment.

本文用变分法研究了量子势阱的波函数和能量漂移,并与微扰法进行了比较.对于弱场中有限深的量子势阱也进行了研究和与实验结果的比较.

Some building methods of studying fluctuated questions was analyzed by means of CA. Then, it works over the micromechanism of the elastic P-wave propagation in solid medium that is one-dimensional, homogeneous and isotropic. In this study, it cites classic spring vibrator model, CA's Lattice Gas model and infinite deep potential trough model in the quantum mechanics. A CA's finite deep potential trough is brought forward. In this paper, being based on the de Broglie wave hypothesis, mesoscope physics,...

Some building methods of studying fluctuated questions was analyzed by means of CA. Then, it works over the micromechanism of the elastic P-wave propagation in solid medium that is one-dimensional, homogeneous and isotropic. In this study, it cites classic spring vibrator model, CA's Lattice Gas model and infinite deep potential trough model in the quantum mechanics. A CA's finite deep potential trough is brought forward. In this paper, being based on the de Broglie wave hypothesis, mesoscope physics, nano-concept and utilizing the Schrodinger equation, the new model starts from the angle of the quantum mechanics, then discusses the relation between the vibratory velocity and the physical wave velocity of particles (the molecular group). It comes to the wave equation and the relation (represents the particle vibratory velocity and stands for the physical wave velocity). Meanwhile after introducing the gravitational field, the thesis discusses the size and the energy transmission problem of particles, and then gets the quantized condition of the energy and the gravitational potential. Moreover, comparing the new model with the acoustic wave and the Lattice Gas, it analyzes the velocities among them. In addition, it dissects the energy of the molecular group. Finally, the prospects are looked forward to in this field.

分析了采用细胞自动机研究波动问题的建模方法 ,针对一维、均匀、各向同性固体介质中弹性纵波的微观机制 ,借用了经典弹簧振子模型、细胞自动机格子气模型 ,以及量子力学中的无限深势阱模型 ,建立了一个细胞自动机有限深势阱模型 .从量子力学角度出发 ,基于介观物理和纳米概念 ,以微观粒子的德布罗意假设为基础 ,利用薛定谔方程 ,讨论了该模型中粒子 (分子组 )的振动速度与粒子物质波波速之间的联系 ,给出了模型中的波动方程 ,得出 ζ =Vp(ζ为粒子振动速度 ,Vp 为物质波纵波波速 ) .同时还讨论了模型中粒子的大小和能量传递问题 ,引入引力场 ,得出了能量及引力势的量子化条件 .另外 ,对声波速度、格子气粒子振动速度和本文模型中分子组振动速度进行了比较 ;还对本文模型中的粒子能量分布作了分析 .

 
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