1) two-dimensional hydrogen atom
二维氢原子
1.
In terms of SU(1,1) algebra, the relationship between energy and wave function of two-dimensional harmonic oscillator and two-dimensional hydrogen atom are discovered.
借助于SU(1,1)代数,找出了二维谐振子与二维氢原子的能量及波函数间的关系。
2.
In the plane parabolic coodinates, the Stark effect for any energy level of the two-dimensional hydrogen atom is calculated to the third-order approximation.
在平面抛物线坐标系中计算了二维氢原子的Stark效应,得到了计算任意能级的一阶、二阶和三阶修正的普遍公
2) two dimensional hydrogen atom
二维氢原子
1.
Using the supersymmetry skill to solve energy level formula of two dimensional isotropic harmonic oscillator and two dimensional hydrogen atom, the results are consistent with the precise solution method or other algebraic methods.
应用超对称性技巧求解二维各向同性谐振子和二维氢原子的能级公式,所得结果与用精确解方法或其它代数求解方法完全一
3) 3-dimensional two-level hydrogen model
三维二能级氢原子模型
4) multidimensional hydrogen atoms
k维氢原子
5) three-dimensional hydrogen atom
三维氢原子
6) N-dimensional hydrogen atoms
N-维氢原子
1.
Method of SQM in N-dimensional hydrogen atoms;
N-维氢原子的超对称量子力学方法
补充资料:2,6-二甲基-1,4-二氢-3,5-吡啶二羧酸二乙酯
分子式:C13H19NO4
分子量:253.30
CAS号:1149-23-1
性质:熔点176-183°C。
分子量:253.30
CAS号:1149-23-1
性质:熔点176-183°C。
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