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    <subfield code="a">A computer package to determine thermodynamic properties of steam &amp; water</subfield>
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    <subfield code="a">This report describes an autonomous computer package, which comprises of several subroutines linking up all the following thermodynamic properties with each other: temperature, pressure, specific volume, internal energy, specific enthalpy and specific  entropy. Though different workers have proposed different  sets of basic correlations, the approach by KEEAN et al (1969) was deemed most convenient and appropriate.  They propose a fundamental equation for the Helmholtz free energy function (applicable for liquid and steam region) from which by derivatives, all thermodynamic properties can be obtained. This fundamental equation is expressed in terms of temperature and specific volume which therefore can be considered as basic properties. The equations for dynamic viscosity and thermal conductivity are taken from SCHMIDT (1983). The subroutines are divided into 2 classes ,i.e., class A and class B. Class B subroutines are used to calculate the values of the functions f and Q and their derivatives which are in the Helmholtz free energy equation. The users never call the subroutines in this class. Class A subroutines are used to calculate steam properties and can be further divided into 2 classes, class A. 1 and class A.2 according to the purpose of this study. Class A.1 subroutines is further divided into 3 groups Class A.1.1 subroutines are used when both the basic properties are known. class A.1.2 subroutines are needed when one basic property and one non-basic property is explicit while class A.1.3 subroutines are required when two non-basic properties are specified. Both classes A.1.2 and A.1.3 subroutines use Newton-Raphson Algorithm. Class A.2 subroutines determines thermal and thermodynamic properties ,i.e., specific heats at constant volume and constant pressure, work availability, thermal conductivity, dynamic viscosity, thermal diffusivity and the Prandtl number, as a function of the two basic properties, and properties at saturation condition ,i.e., saturation temperature and pressure, specific volume at saturated liquid and vapor. The given property for saturation condition must be saturated temperature of pressure. </subfield>
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