1) power-law traps
幂函数势阱
2) potential-well function
势阱函数
1.
Based on meshless method for the steel structure topology optimization and virtual density as a design variable,the paper introduced potential-well function and the optimization objective function of flexibility.
以钢构件虚密度作为设计变量,引入势阱函数,构造以钢结构构件的柔度和势阱函数作为优化的目标函数。
3) power potential function
幂势函数
1.
The analytic solution of the radial Schrdinger equation for the superposed potential of high-order power and inverse-power potential functions;
高次正幂与逆幂势函数的叠加的径向薛定谔方程的解析解
2.
When Schrdinger equation appears high power and inverse power potential function or the superposed potential function which are the high order inharmonic oscillator potential, the electric dipole moment potential, the molecular crystal potential, the polarized equivalent potential and the solution process of the Schr?dinger equation is very complex.
当薛定谔方程中出现高次非谐振子势,电偶极矩势,分子晶体势,极化等效势等高次正幂与逆幂势函数以及它们的叠加时,薛定谔方程的求解变得非常复杂,本文采用奇点邻域附近的级数解法与求解渐近解相结合并且通过系数比较法,得到势函数为V(r)=a1r6+a2r2+a3r-4+a4r-6的径向薛定谔方程的一系列定态波函数解析解以及能级结构,并作了适当讨论与结论。
3.
When Schr dinger equation appears with high order power and inverse power potential function or the superposed potential function which is the high order anharmonic oscillator potential.
上述作用力的存在以及中心场近似法的使用使得复杂原子体系的薛定谔方程中有可能出现高次非谐振子势、电偶极矩势、极化等效势等高次正幂与逆幂势函数以及它们的叠加,这时薛定谔方程的求解变得非常复杂,一般情况下无法求得解析解,只能求得近似解。
4) power potential
幂函数势
5) invers-power potential
逆幂函数势
6) Square-well potential function
方阱势能函数
1.
Square-well potential function was used to describe the molecular interactions in which the molecular parameters for the two substances are σAr= 3.
其中，分子间的作用以方阱势能函数来描述，分子参数取为σＡｒ＝３。
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