中文说明：应用背景潜在的能源和简谐振子的波函数：薛定谔方程关键技术本征函数和本征值，计算本征值：E = [ n +（1 / 2）]ђωω=（K M）^（0.5）在的单位K = 4，M = 1，ђ= 1 ；所以 ；ω= 2，EN = 2 [ n + 0.5 ] ； ； ； ；（在的单位）E =恩* 27.2 ；电动汽车Hermite多项式
English Description：
Using the background potential energy and the wave function of simple harmonic oscillator: the key technology of Schrodinger equation, the eigenvalue: e = [n + (1 / 2)] ђω = (k, m) ^ (0.5) in the unit k = 4, M = 1, ђ = 1 & nbsp; so & nbsp; ω = 2, en = 2 [n + 0.5] & nbsp; & nbsp; & nbsp; & nbsp; (in the unit) e = en * 27.2 &Hermite polynomials for electric vehicles