Chebyshev expansions empower faster and more precise pure fluid thermodynamic property calculations.
Number: 210013
Author(s) : BELL I.
Summary
Computationally efficient simulation of thermal systems is usually limited by evaluation of thermophysical properties. It is common (for instance in heat exchanger simulation) that more than 90% of the total runtime may be spent evaluating thermophysical properties. A key (and computationally expensive, especially for mixtures) part of that calculation is the determination of phase equilibrium. This work demonstrates that the use of Chebyshev expansions combined with extended precision calculations allows for a non-iterative numerical formulation that is more accurate than the iterative calculations with the full equation of state and is also much faster to evaluate. In essence, this approach makes phase equilibrium calculations of pure fluids from equations of state obsolete.
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Details
- Original title: Chebyshev expansions empower faster and more precise pure fluid thermodynamic property calculations.
- Record ID : 30028595
- Languages: English
- Subject: Technology
- Source: 2021 Purdue Conferences. 18th International Refrigeration and Air-Conditioning Conference at Purdue.
- Publication date: 2021/05
- Document available for consultation in the library of the IIR headquarters only.
Links
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Indexing
- Themes: Thermodynamics and changes of state
- Keywords: Thermodynamic property; Simulation; Equation of state
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- Author(s) : TOGASHI E.
- Date : 2014/03
- Languages : English
- Source: Transactions of the Society of Heating, Air-Conditioning and Sanitary Engineers of Japan - n. 204
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- Source: Adv. cryog. Eng. - vol. 35 B
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Backone family of equations of state. 1. Nonpol...
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- Date : 1996/04
- Languages : English
- Source: AIChE J. - vol. 42 - n. 4
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MODIFICATION OF A SIMPLIFIED EQUATION OF STATE ...
- Author(s) : PAZDERA V.
- Date : 1985
- Languages : Czech
- Source: Prum. Potravin - vol. 36 - n. 11
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- Author(s) : ELSNER A.
- Date : 1990
- Languages : English
- Source: Cryogenics - vol. 30 - n. 11
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