正则系综 (canonical ensemble)是统计力学中系综的一种。它代表了许多具有相同温度的体系的集合。正则系综是最普遍应用的系综。
微正则系综(NVE)即模拟中粒子数、体积和能量恒定;正则系综(NVT)郎模拟中保持粒子数、体积和温度一定,但能量不守恒;等温等压系综(NPT)即温度压强一定;等压等焓系综(NPH)即压强和系统的焓...
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... canonic form 范式,正测型 canonical assemblage 正则系综,典范系综 canonical equation 正测方程 ...
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... 正则变量 canonical variable 正则系综 canonical assembly 支持水 held water ...
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微正则系综 [数] microcanonical ensemble ; NVE ; [数] microcanonical assembly
巨正则系综蒙特卡罗 GCMC
巨观正则系综 macro-canonical ensemble
正则系综方法 NVT Canonical Monte Carlo
巨正则系综 grand canonical assemblage ; grand canonical ensemble
正则系综分子动力学 NVT MD
正则系综的统计算符 statistical operater of canonical ensemble
微正则系综分子动力学 NVE MD
巨正则系综方法 Grand Canonical Monte Carlo ; GCMC
因此,微正则系综与正则系综的等价性在统计中仍然成立。
Therefore, the equivalence between the microcanonical ensemble and canonical ensemble still holds in statistics.
应用吉布斯正则系综导出了玻耳兹曼分布律。
This paper is an application of Gibbs canonical ensemble to the derivation of Boltzmann Distribution law.
本文研究了微正则系综,正则系综和巨正则系综中网络的统计性质。
The network properties of a micro-canonical ensemble, canonical ensemble and grand canonical ensemble are studied.
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