混沌少体系统不可逆过程中的Jarzynski等式
혼돈소체계통불가역과정중적Jarzynski등식
Jarzynski's Equality in Irreversible Processes of Chaotic Few - body Systems
  • 万方数据
    曲靖师范学院学报 곡정사범학원학보
    JOURNAL OF QUJING NORMAL COLLEGE
    2004年 3期 6-9 ,共4页

    曹周键%贺达海%李海红

    조주건%하체해%리해홍

    各态历经%Jarzynski等式%少体系统 各態歷經%Jarzynski等式%少體繫統
    각태력경%Jarzynski등식%소체계통
    ergodic%Jarzynski's equality%few - body system
    数值研究了混沌少体系统不可逆过程中的Jarzynski等式,并且比较了功和自由能之间的不等式关系.发现Jarzynski等式不止在传统的统计力学适用范围--多体系统远平衡时成立,在混沌少体系统远平衡时也适用.
    수치연구료혼돈소체계통불가역과정중적Jarzynski등식,병차비교료공화자유능지간적불등식관계.발현Jarzynski등식불지재전통적통계역학괄용범위--다체계통원평형시성립,재혼돈소체계통원평형시야괄용.
    Jarzynski's equality in irreversible processes of chaotic few- body systems is investigated numerically and compared with the inequality relation between work and free energy. We find that Jarzynski' s equality is valid for our few- body systems beyond the main field(many- body systems) for application of statistical mechanics driven arbitrarily far from equilibrium.
    원문보기 원문다운로드 사이트로이동
저자의 최근 논문