1) quantum symmetrical junction
量子对称结
3) cyclosymmetrical substructure
旋转对称子结构
1.
The method can be used not only to solve the displacement conformance of cyclosymmetrical substructures, but also to determine the substructure constaints.
列举了应用罚单元法处理旋转对称子结构边界位移协调和不同类型单元连接点位移协调的实例 ,验证了该方法的合理性和有效
4) Asymmetric quantum wells
非对称量子阱
1.
Rashba effect in PbTe/PbSrTe asymmetric quantum wells;
PbTe/PbSrTe半导体非对称量子阱中的Rashba效应
2.
The CdSe/ZnSe asymmetric quantum wells sample were grown on GaAs substrates by MOCVD.
利用MOCVD技术在GaAs衬底上外延生长了非对称量子阱结构CdSe/ZnSe材料,通过对其稳态变温光谱及变激发功率光谱,研究了其发光特性。
5) symmetric coupled quantum well
对称耦合量子阱
1.
Research on energy level properties of symmetric coupled quantum well and optimization for quantum well structures;
对称耦合量子阱能级特性研究与量子阱结构优化
6) supersymmetric quantum mechanics
超对称量子力学
1.
Solving the Riccati equation is a key to solving the Schrdinger equantion in supersymmetric quantum mechanics.
超对称量子力学求解薛定鄂方程的关键是求解黎卡提微分方程 ,由黎卡提方程求解的讨论 ,系统地得出了方程的数种可解情况 ,各可解情况对应着不同的超对称势函数 ,讨论了此数种超对称势函数对应的不同种类的一维势能函
2.
This article presents a method to solve the eigenvalue and eigenfunction of shape invariant potentials by using the fundamental concepts of supersymmetric quantum mechanics.
本文简要论述了利用超对称量子力学的方法求解形不变势的能量本征值和本征函数,并且列举了两个例子加以说明。
3.
For the quantum systems with a so-called shape invariant potential in the supersymmetric quantum mechanics, we find that the correction term is an invariant,independent of the number of nodes in the w.
发现该修正项正是在超对称量子力学中所谓的有形状不变势的量子系统的一个不变量,它不依赖于波函数的节点数。
补充资料：单量子阱(见量子阱)
单量子阱(见量子阱)
single quantum well
单且子阱sillgle quantum well见量子阱。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条