In the frame of quantum mechanics,the equation to describe the particle motion was reduced to the hypergeometric equatin by this potential.
在量子力学框架内,把电子的Schrodinger方程转化为超几何方程,用系统参数和超几何函数严格地求解了电子的本征值和本征函数,并以Ga1-xAlxAs-GaAs-Ga1-xAlxAs量子阱为例计算了电子的带内跃迁。
In the frame of quantum mechanics, Schrodinger equation to describe the particle motion is reduced to the hypergeometric equatin by this potential.
鉴于“方形”势阱描述量子阱中的空穴运动行为过于简单、理想,引入了反比相关的双曲余弦平方势,并在量子力学框架内,利用这个相互作用势把空穴的Schrodinger方程化为了超几何方程,用系统参数和超几何函数严格地求解了空穴的本征值和本征函数,并以Ga1-xAlxAs-GaAs-Ga1-xAlxAs量子阱为例,计算了阱内的空穴跃迂。
The interaction potential with secsh2x form is lead to describe an electron motion in superlattice quantum well,and in the frame of quantum mechanics,Schrdinger equation is reduced to the hypergeometric equation by this potential.
引入了双曲正割平方势来描述超晶格量子阱中的电子运动,利用这个相互作用势把电子的Schr dinger方程化为了超几何方程,并以Ga1-xAlxAs/GaAs/Ga1-xAlxAs量子阱为例计算了电子的带间跃迁。
In the framework of quantum mechanics,Schrdinger equation to describe the motion behaviours was converted into the hypergeometric equation.
在量子力学框架内,把粒子的Schr dinger方程化为了超几何方程,并用系统参数和超几何函数严格地求解了粒子的本征值和本征函数,并以Ga1-xAlxAs/GaAs/Ga1-xAlxAs量子阱为例计算了电子和空穴的带内跃迁和带间跃迁。
confluent hypergeometric differential equation
合流型超几何微分方程
RKMK Geometric Integration of Non-linear Partial Differential Equations;
非线性偏微分方程的PKMK型几何积分方法
The Partial Differential Equations Based Geometric Technique in Image Processing;
基于偏微分方程的图像几何处理方法
A Study on Geometric Methods for Designing Supersonic Aerofoil of Axial Flow Compressor
轴流压气机超音叶片叶型几何设计方法的研究
The continuum equation and kinematics differential equation composed the dynamic model of mixed traffic flow.
连续性方程和运动微分方程构成了混合交通流的动力学模型。
OSCILLATION CRITERIA OF A CLASS OF ADVANCED TYPE DIFFERENTIAL EQUATIONS;
一类超前型微分方程的振动准则(英文)
Oscillation of Solutions for Several Classes of Higher Order Netrual Differential Equations;
几类高阶中立型微分方程解的振动性
Solution of kind of second-order variable coefficient differential equation;
几类二阶非线性微分方程的可积类型
overdetermined system of partial differential equations
偏微分方程的超定组
The Bifurcation of Several Kinds of Neural Network with Delays
几类时滞微分方程神经网络模型的分支
Reliability Analysis Based on Complex Geometric Shock Model of Random Process
基于复合几何随机过程冲击模型的可靠性分析
The Basic Theory of Stability of Functional Differential Equations.
泛函微分方程(超中立型)稳定性的基本理论
THE REMARK ON OSCILLATORY CRITERIA OF SOME REMARKS ON THE SOLUTIONS FOR THE FIRST ORDER ADVANCED TYPE DIFFERENTIAL EQUATION;
关于《一阶超前类型微分方程解的振动性》的注记
Geometric formation method of short blades on compound impeller of high-speed centrifugal pump with super-low specific speed
超低比转速高速离心泵复合叶轮短叶片的几何造型方法
Conditions for Oscillation of Several Classes of Impulsive Parabolic Differential Equations with Delays;
几类脉冲时滞抛物型微分方程解的振动条件
Research on Oscillation of Several Classes of Neutral Functional Differential Equations;
几类中立型泛函微分方程的振动性研究
Numerical Stability of Some Neutral Delay Differential Equations;
几类中立型时滞微分方程的数值稳定性
Application of Nonlinear System Differential Geometric Method in AC Drive Control
非线性系统的微分几何方法在交流传动控制中的应用
