A New Reformulation of Conventional Perturbation Methods in Quantum Mechanics II : Application to one-dimensional problems
Yamaguchi Prefectural University BULLETIN of Faculty of Human Life Sciences Volume 27
Page 39-42
published_at 2001
Title
量子力学における定常摂動論の再定式化 II : 一次元散乱問題への適用
A New Reformulation of Conventional Perturbation Methods in Quantum Mechanics II : Application to one-dimensional problems
Creators
Shintani Meiun
Source Identifiers
[ISSN] 1344-4999
In our previous paper we proposed a new reformulation for the stationary perturbation method in quantum mechanics, where the Schrodinger equation is changed into the Ricatti equation through the transformation of logarithmic derivative type. Taking the…
Resource Type
departmental bulletin paper
Publishers
Yamaguchi Prefectural University
Date Issued
2001
File Version
Version of Record
Access Rights
open access
Relations
[ISSN]1344-4999