Through the numerical solution of the conformation Schrodinger equation in simple-harmonic potential well, it is proved that the energy spectrum is equalspacing, but the spectrum is not continuous above the well and is doubly degenerate approximatly.

• 通过构象Schr?dinger方程的数值解,证明在简谐势谷中的能谱是等间距的,而在势谷以上,能谱是非连续的,并具有近似二度简并的特点。