一维无限深势阱

超对称WKB近似与一维无限深势阱

The supersymmetry WKB approximation and the infinite well

本文中我们研究了比较简单的二粒子系统，系统由一维无限深势阱中质量为m。

In my thesis , I studied a simpler two-particle system ;

对称一维无限深势阱的非线性谱生成代数

Nonlinear Spectrum-Generating Algebra for the Symmetrical One-Dimensional Infinitely Deep Square Potential Well

一维无限深势阱内粒子的动量概率分布

The probability distribution of momentum for a particle in one-dimensional infinite square well

用算符理论推出了一维无限深势阱的不确定关系。

The uncertainty relation of one dimensional infinite well is deduced with the operator theory .

一维无限深势阱中粒子动量测量问题的分析与讨论

Analysis and discussion of measuring momentum of a particle in a one-dimensional infinite potential well

根据一维无限深势阱的归一化条件推出了一个反常积分公式。

Based on the normalizing of one dimensional infinite potential well , an anomalous integral formula is deduced .

一维无限深势阱调制下的空间光孤子你敲打鼓点控制屏幕上的角色.多么孤零精怪啊？

Spatial solitons modulated in one-dimensional infinite well potential You bang on drums to make your on-screen characters hit people . How bizarrely cool is that ?

对在一维无限深势阱中运动的粒子的动量测量问题进行了全面的分析和仔细的讨论，补充了量子力学教材中对这个问题的处理。

We have given a complete analysis and detailed discussion of the problem of measuring momentum of a particle in a one - dimensional infinite potential well and thus provided a complementary treatment of this problem to the textbooks on quantum mechanics .

我们研究了局域线性的一维无限深方势阱体系以及非线性的一维Morse势体系。

We study both local linear finite square well system and nonlinear Morse potential system .

一维无限深方势阱中粒子动量概率分布引出的问题

Questions coming from the momentum probability distribution of particles in the one dimensional infinitely deep square potential well

利用一维无限深方势阱中一套适当的波函数，建立了一种新的级数求和方法。

New method of calculating summation of series is constructed by using a set of suitable wave functions in an infinite square potential well of one dimension .

发现量子重现现象在局域线性的一维无限深方势阱中存在半经典解析解，而且波包的重现只包含与两壁碰撞偶数次的经典轨迹的贡献。

Analytic semiclassical result is found in local linear finite square well system , and the wave packet revival only comes from the contributions of classical trajectories which bounce off the boundary wall even times .