本文用统计热力学方法导得了液体饱和蒸气压与蒸发热间的关系式。
A relation between the saturated vapor pressure and the heat of vaporization for pure liquids has been derived by statistical thermodynamic method.
应用溶液统计热力学方法和溶液理论，建立了多元液体混合物的统计热力学模型。
Based on the method of statistical thermodynamics of solutions, a statistical thermodynamic model of liquid mixtures is given.
介绍了证明热力学第三定律的一种简单方法并给出了其统计解释。
A simple method is introduced to prove the third law of thermodynamics and the statistical exposition has been given for it.
本文利用统计热力学涨落理论提出一个新的假说，并由此建立了确定液体极限过热度的新方法。
A new hypothesis is proposed in the paper to determine the superheat limit of liquid on the basis of fluctuation theory of statistical thermodynamics.
波尔兹曼用统计力学的方法建立了热力学第二定律的数学描述，提出了涨落理论。
Based on the statistical mechanice, professor Boltzmann established the mathematical theory of second Iaw of thermodynamics and fluctuation theory.
利用现行标准的统计力学方法推导出中间统计的巨配分函数，得到了服从中间统计的理想自由粒子模型的热力学函数。
The grand partition function of intermediate statistics with a standard method is derived to calculate the thermodynamic properties of an ideal free-particle model.
本文主要在于厘清化学势的定义，阐明如何用热力学方法和统计物理方法计算理想气体化学势，并在此基础上进一步阐述了化学势的一些重要作用。
This paper is to get a clear understanding of chemical potential, and introduce the way to calculate the chemical potential of ideal gas with thermodynamic method and physical method.
应用统计热力学巨正则系综的密度涨落理论，提出了确定均质沸腾中液体极限过热度和均质凝结中蒸汽极限过冷度的方法。
The liquid superheat limit and vapor subcooling limit in homogeneous nucleation are determined in the present paper by using density fluctuation theory of statistical thermodynamics.
应用统计热力学巨正则系综的密度涨落理论，提出了确定均质沸腾中液体极限过热度和均质凝结中蒸汽极限过冷度的方法。
The liquid superheat limit and vapor subcooling limit in homogeneous nucleation are determined in the present paper by using density fluctuation theory of statistical thermodynamics.
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