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A cubic equation of state for water and its application to power cycle calculations

✍ Scribed by José O. Valderrama; David A. Vargas


Publisher
Elsevier Science
Year
2003
Tongue
English
Weight
118 KB
Volume
23
Category
Article
ISSN
1359-4311

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✦ Synopsis


A generalized cubic equation of state proposed by one of the authors has been modified, used to calculate some physical and thermodynamic properties of water, and applied to the modeling and simulation of vapor power cycles. The cubic equation contains four generalized constants, which are calculated using the acentric factor and the critical compressibility factor. In this work, the constants for water have been specifically recalculated so values of all properties of interest in the calculation of thermodynamic cycles can be accurately predicted. Saturation temperature-pressure data have been used to determine the constants and several other properties (volume, enthalpy and entropy of both liquid and vapor phases, and saturation pressure), have been calculated in a wide range of pressure and temperature. Also an application of the proposed equation to a vapor cycle is shown and result compared to other methods. The equation and the proposed parameters have shown to be accurate enough for the prediction of all properties involved in processes that use water as a working fluid.


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A cubic perturbed, hard sphere equation
✍ Takeshi Ishikawa; W. K. Chung; Benjamin C.-Y. Lu 📂 Article 📅 1980 🏛 American Institute of Chemical Engineers 🌐 English ⚖ 643 KB

## Abstract A cubic perturbed, hard sphere equation of state which combines the hard sphere expression of Scott and the empirical attractive term of Redlich and Kwong with two temperature dependent parameters has been successfully applied to the calculation of pure component properties and vapor‐li