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1)  the time-dependent Schrodinger equation with one dimensional short range potential
一维短程势含时薜定谔方程
2)  time-dependent Schrdinger equation
含时薛定谔方程
1.
The spatial variable of the time-dependent Schrdinger equation was discretized,and the time-dependent part was treated by using the time average technique,then the time evolution of the system was simulated by the precise intergration method.
首先对含时薛定谔方程的空间变量进行离散,而后对含时部分进行时间平均处理,采用精细积分方法模拟其随时间的演化过程。
3)  the time dependent schr o¨dinger equation
含时谐振子薛定谔方程
4)  Schrdinger equation
薛定谔方程
1.
Application of time-splitting and wavelet based space-time adaptive method to solving Schrdinger equations;
时间分裂空间小波自适应方法在薛定谔方程中的应用
2.
In the field of force with nucleus as the center we set up the radial Schrdinger equation of alkaline metal atom, change it into the same form as the radial equation of hydrogen atom, compare it with the energy level of hydrogen atom, get the energy level formula of alkaline metal atom and discuss the fission law of alkaline metal atom energy level at the same time.
在以原子核为中心的力场中 ,建立碱金属原子的径向薛定谔方程 ,再将方程变成与氢原子径向方程相同的形式 ,类比氢原子的能级 ,得出了碱金属原子的能级公式 ,进而讨论了碱金属原子能级的分裂规
3.
Analysis on spatial modulation instability about nonlinear Schrdinger equation in the case of considering 3-dimensional(3D) 3-component(3C),which is the cause of self-focus.
在考虑三维三分量[1]的情况下对非线性薛定谔方程进行同时考虑横向和纵向的空间调制不稳定性分析,其空间调制不稳定是导致自聚焦的原因。
5)  Schrodinger equation
薛定谔方程
1.
The Steady-State Solution and Non-Steady-State Solution to the Schrodinger Equation;
薛定谔方程的定态解与非定态解
2.
The numerical value calculation of schrodinger equation;
薛定谔方程的数值计算设计
3.
The atom s probability in crystal was investigated by using the one-dimensional linearity resonance model and the Schrodinger equation.
在一维线性谐振子模型基础上,应用薛定谔方程分析了晶体中原子的概率分布;将晶体中原子的概率分布定义为原子云,解释了物理气相沉积法制备薄膜时残余应力产生的原因,建立了薄膜残余应力产生机理的理论模型。
6)  Schrdinger equation
薛定谔方程
1.
The Schrdinger equation is given directly from the classical Hamiltonian function of a damping harmonic oscillator,and its solution is obtained by the separation of variables.
写出阻尼谐振子的哈密顿函数,对其直接量子化,用分离变量法得出了薛定谔方程的解。
2.
In this article the distribution functions are constructed with the solution of the Schrdinger equation in phase space and it is found that the constructions of various distribution functions are not the same.
利用推广后的T-F相空间中的薛定谔方程的解来构造分布函数。
3.
Using the method of structuring radial wave function for hydrogen atom,we have given the coefficients of the power-polynomial of the radial wave function for hydrogen atom by solving the Schrdinger equation.
用构造氢原子径向波函数的方法,通过解薛定谔方程给出氢原子径向波函数幂多项式的系数。
补充资料:薜萝
【薜萝】
 (杂语)又曰薜荔。蔓草也。形容破袈裟之语。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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