Thermodynamical Fluctuation of Number Density of Particles in Grand Canonical Ensemble of Perfect Systems 理想体系巨正则系综中粒子数密度的热力学涨落
The effects due to the interaction and finite size are given simultaneously by using the sum method for the grand canonical ensemble and mean field theory. 利用巨正则系综的求和方法与平均场理论,给出了有限粒子数与原子间相互作用对系统热力学性质的共同修正;
The network properties of a micro-canonical ensemble, canonical ensemble and grand canonical ensemble are studied. 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。
Every entropy is deduced via the probability distribution functions of microcanonical ensemble, canonical ensemble, grand canonical ensemble and isothermal-isobaric ensemble, and each is formulated as the definition of entropy in these ensembles. 根据微正则系综、正则系综、巨正则系综、等温等压系综的概率分布函数推导出各个系综的熵,并且推导出这几种系综的熵可用统一的熵的定义式来表示。
In this paper, the sufficient thesis and the necessary thesis of the equivalence between the grand canonical ensemble and canonical ensemble are completely discussed. 本文对巨正则系综与正则系综等价性的充分性命题与必要性命题作了全面的讨论。
Strict Solution of Relative Fluctuation About Grand Canonical Ensemble Energy and Pressure Under High Temperature and Low Density 巨正则系综在高温低密度条件下能量和压强相对涨落的严格解
Hydrogen adsorption storage ability of single-walled carbon nanotube with different tube diameter and inter-spacing was simulated with Grand Canonical Ensemble Monte Carlo method in different operation temperature and pressure. 采用巨正则系综蒙特卡罗(GrandCanonicalEnsembleMonteCarlo,GCEMC)方法模拟了不同结构参数(管径和管间距)的单壁碳纳米管在不同操作工况(温度和压力)下的吸附储氢性能。
Grand canonical ensemble Monte Carlo simulation of adsorption storage of methane in slit micropores 巨正则系综MonteCarlo方法模拟甲烷在活性炭孔中的吸附存储
A time like component equation, entropy equation, is derived from the projecting relativistic hydrodynamics equation including an effect of quark flavor kinetics and by using the thermal grand canonical ensemble relation. 将包含夸克味动力学效应的相对论性流体力学方程投影,利用热力学巨配分系综关系,导出其类时分量方程&熵方程。
Grand Canonical Ensemble Monte Carlo Simulation for Determination of Pore Size of Activated Carbon 巨正则系综MonteCarlo模拟方法确定活性炭的微孔尺寸
Computer Simulation of the Carrier Number in Silicon Semiconductor with Grand Canonical Ensemble Method 巨正则法对硅半导体中载流子数的计算机模拟
On these bases, the present author investigates the structural properties of a model fluid dictated by an effective inter-particle oscillatory potential by grand canonical ensemble Monte Carlo ( GCEMC) simulation and classical density functional theory. 在此基础上,采用巨正则系综MonteCarlo模拟(GCEMC)和经典密度泛函理论来研究粒子间具有有效振荡势的模型流体的结构特性。