非保守系统量子波动方程
비보수계통양자파동방정
Quantum Wave Equation for Non-conservative System
  • 万方数据
    原子能科学技术 원자능과학기술
    ATOMIC ENERGY SCIENCE AND TECHNOLOGY
    2010年 3期 257-261 ,共5页

    吴向尧%刘晓静%迟立鑫%刘兵%吴义恒%唐厚礼%黄培库%孟祥伟%郭义庆

    오향요%류효정%지립흠%류병%오의항%당후례%황배고%맹상위%곽의경

    非保守系统%量子波动方程%路径积分 非保守繫統%量子波動方程%路徑積分
    비보수계통%양자파동방정%로경적분
    non-conservative system%quantum wave equation%path-integral
    薛定谔方程只适用于保守力系统,在原子分子领域,粒子也受到非保守力作用.本工作利用Feynman路径积分方法得到非保守系统的量子波动方程,该方程将可用于一些相关的研究领域.
    설정악방정지괄용우보수력계통,재원자분자영역,입자야수도비보수력작용.본공작이용Feynman로경적분방법득도비보수계통적양자파동방정,해방정장가용우일사상관적연구영역.
    It is well known that the Sehr(o)dinger equation is only suited for the particle which lies in a conservative force field. In atomic physics and molecular physics, a particle may suffer the action of non-conservative forces. In this paper, a new quantum wave equation was proposed, which can describe the particle lying in a non-conservative field. The new quantum wave equation can be used in some research fields.
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