摘要
通过精确求解 Schr dinger方程 ,得出非简谐势场 V( x) =x2 /2 +A/2 x2 中双基态的本征函数 ,当 A=0时 ,势场退化为简谐场 ,双基态的本征函数分别退化为简谐振子的奇偶宇称的波函数 .
The eigenwave functions of doublebase state in the isotonic oscillator potential V(x)=x2/2+A/2x2 are obtained by the resolution of Schrodinger equation.When A=0,potential field degrades to anharmonic field and the eigenfunction of doublebase state degrades to the even and odd wavefunctions of Anharmonic oscillator.
出处
《内蒙古大学学报（自然科学版）》
CAS
CSCD
2000年第4期370-372,共3页
Journal of Inner Mongolia University：Natural Science Edition
