A Fluid Mechanical Description of Non-Stationary System based on the Logarithmic Derivative Method : From Non-Relativistic to Relativistic
山口県立大学学術情報 Volume 9
Page 17-23
published_at 2016-03-31
Title
荷電粒子の対数微分法にもとづく非定常量子系の流体力学的記述 : 非相対論的系から相対論的系まで
A Fluid Mechanical Description of Non-Stationary System based on the Logarithmic Derivative Method : From Non-Relativistic to Relativistic
Creators
Shintani Meiun
Source Identifiers
Creator Keywords
量子力学の流体力学的記述
非定常シュレーシンガー方程式
対数微分法
ディラック方程式
fluid mechanical description of Quantum Mechanics
time-dependent Schrödinger Equation
logarithmic derivative
Dirac equation
For charged particles, we propose fluid mechanical descriptions for both of the time-dependent Schrödinger Equation and Dirac Equation based on the logarithmic derivative method of wave functions.
Languages
jpn
Resource Type
departmental bulletin paper
Publishers
山口県立大学
Date Issued
2016-03-31
File Version
Version of Record
Access Rights
open access
Relations
[ISSN]2189-4825