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ESTIMATION OF THEMAL PRESSURE COEFFICIENTS FOR LIQUIDS BASED ON THE LAW OF CORRESPONDING STATE

机译:基于相应状态法的液体热压系数估算

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1 INTRODUCTIONThe p-V-T relation of liquids can be represented not only by equations of state,but alsoby the following three partial differentials: α=(V/T)_p/V (1) β=-(V/p)_T/V (2) γ=(p/T)_V (3)Where p,V and T denote the pressure,volume and temperature of liquids;α,βand γ are thethermal expansion,isothermal compressibility and thermal pressure coefficient,respectively. Since the densities of liquids at various temperature and constant pressure can easily bemeasured by experiments,values of α can be obtained easily.If the values of.γ can beestimated,then values of β can be acquired from the following equation:
机译:1引言液体的PVT关系不仅可以通过状态方程表示,但是alsoby以下三个部分差异:α=(v / t)_p / v(1)β= - (v / p)_t / v(2 )γ=(P / T)_V(3)其中P,V和T表示液体的压力,体积和温度;α,β和γ分别是相膨胀,等温可压缩性和热压系数。由于各种温度和恒定压力下的液体的密度可以通过实验容易地逐次,因此可以容易地获得α的值。如果γ的值熙熙攘攘,则可以从以下等式获取β的值:

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