Industrial & Engineering Chemistry Research - Modeling the High-Pressure Amm

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    trial & Engineering Chemistry Research - Modeling the High-Pressure AmmoniaWater System with WATAM and the PengRobinson Equation of State for Kalina Cycle Studies

    /pubs.acs.org/doi/pdf/10.1021/ie970638s[27/03/2015 05:21:45 ]

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    Modeling the High-Pressure AmmoniaWater System with WATAM and

    the PengRobinson Equation of State for Kalina Cycle Studies

    Robert M. Enick,*Glenn P. Donahey , and Mike Holsinger

    Department of Chemical and Petroleum Engineering, 1249 Benedum Engineering Hall, University ofPittsburgh, Pittsburgh, Pennsylvania 15261

    nd. Eng. Chem. Res., 1998, 37(5), pp 16441650

    DOI: 10.1021/ie970638s

    Publication Date (Web): March 19, 1998

    Copyright 1998 American Chemical Society

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    Enick, Robert M. Search

    Published In Issue: May 04, 1998

    Received for review September 10, 19

    Revised manuscript received Decembe

    1997

    Section: Unit Operations and

    Processes

    The Kalina power cycle uses an ammoniawater mixture as the working fluid in the 283866 K

    temperature range and at pressures up to 22 MPa. Modeling of these cycles, typically

    accomplished with a process simulator, requires accurate descriptions of the phase behavior

    of this binary. Therefore 58 previously published Pxyisotherms in the 203618 K temperature

    range were used to evaluate the predictive capabilities of the PengRobinson (PR) equation of

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    trial & Engineering Chemistry Research - Modeling the High-Pressure AmmoniaWater System with WATAM and the PengRobinson Equation of State for Kalina Cycle Studies

    /pubs.acs.org/doi/pdf/10.1021/ie970638s[27/03/2015 05:21:45 ]

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    Accepted January 5, 1998state (EOS) and WATAM. WATAM provided a much better correlation of saturated liquid

    densities than the PR EOS. Although both models adequately correlated liquid phase

    compositions, WATAM provided a better fit of the near-critical vapor phase data. The Peng

    Robinson EOS consistently overestimated the mixture critical pressures. Several correlations,

    based on different objective functions, for the temperature-dependent binary interaction

    parameter were developed. Slight improvements in the predictive capabilities of the PR EOS

    were realized using the Panagiotopolous and Reid composition-dependent mixing rule, which

    required two temperature-dependent parameters. Temperature-dependent correlations for

    each parameter were regressed from PTxydata. Guidelines for using the PR EOS in a

    process simulator to model Kalina cycles were developed.

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