形状不变性和参数化方法在求解Schrodinger方程中的应用

The Application of Shape Invariance and Parameter Method in Solving the Schrdinger Equation

利用超对称量子力学的方法和形状不变性来精确求解势的束缚态能级和波函数 ,并讨论了参数化的方法 .

With the help of supersymmetry and the concepe of 'shape invariant' potentials,the operator method allows one to calculate the bound state energy eigenvalues and eigenfunctions of essentially all known exactly solvable potentials,and the parameter method is discussed.