CAJ | 학술논문

本文严格求解了一维广义Woods-Saxon势的薛定谔方程,导出了用超几何函数表达的散射态波函数,获得了转移和反射系数的解析表达式.利用波函数的连续性条件,计算了在广义Woods-Saxon势中运动粒子的转移和反射系数.特别地,详细分析了转移共振和广义Woods-Saxon势的参数关系,展示了发生转移共振的条件.
본문엄격구해료일유엄의Woods-Saxon세적설정악방정,도출료용초궤하함수표체적산사태파함수,획득료전이화반사계수적해석표체식.이용파함수적련속성조건,계산료재엄의Woods-Saxon세중운동입자적전이화반사계수.특별지,상세분석료전이공진화엄의Woods-Saxon세적삼수관계,전시료발생전이공진적조건.
We have solved exactly the Schr(o)dinger equation in the presence of a spatially one-dimensional generalized Woods-Saxon potential,and presented the wavefunctions of scattering states in terms of hypergeometric functions.We have derived out the transmission and reflection coefficients by the matching condition on the wavefunctions,and investigated the condition for the existence of transmission resonance.Furthermore,we have demonstrated how the transmission resonance depends on the shape of this potential.