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Renormalization group theory for fluids including critical region. I. Pure fluids

机译:包括临界区的流体的重归一化群论。 I.纯净液体

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摘要

Based on White's renormalization group (RG) theory and the statistical associating fluid theory, a new equation of state (EOS) is derived, which can be used for a variety of fluids, including non-polar, polar and associating chain fluids both inside and outside the critical region. The new EOS, with the advantage of not introducing any additional adjustable parameter to the RG transform for real fluids, yields satisfactory critical exponent, vapor-liquid coexistence densities and vapor pressures, pVT isotherms, and isobaric specific heats for pure fluids. Especially, much better results are obtained than the original EOS in the nearest vicinity of the critical point. (C) 2004 Elsevier B.V. All rights reserved.
机译:基于怀特的重归一化组(RG)理论和统计缔合流体理论,推导了一个新的状态方程(EOS),该方程可用于多种流体,包括内部和外部的非极性,极性和缔合链流体。在关键区域之外。新的EOS的优点是不会对真实流体的RG变换引入任何其他可调参数,从而产生令人满意的临界指数,汽液共存密度和蒸汽压,pVT等温线以及纯流体的等压比热。特别是,在临界点附近,可以获得比原始EOS更好的结果。 (C)2004 Elsevier B.V.保留所有权利。

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