Analysis of Vapor-Liquid Equilibrium Parameters of Multicomponent Hydrocarbon Mixtures Using Cubic Equations of State

A. Isaeva, Ilya Grushnikov, V. Dobrozhanskiy
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引用次数: 2

Abstract

Computer simulation of interphase mass transfer processes in natural hydrocarbon mixtures, as well as their qualitative laboratory studies, allow the specialist to study the processes in the oil reservoir more deeply. Today, the industry uses a number of software solutions (PVTSim, WinProp CMG, Aspen HYSYS, etc.), simulating interphase mass transfer in oils, gas condensate mixtures, etc. In most of these industrial software products, a method for calculating the phase equilibrium based on the equation of state of a multicomponent hydrocarbon system is implemented (flash calculations). For this purpose, as a rule, various versions of the Peng-Robinson (PR) and Soave-Redlich-Kwong (SRK) cubic equations of state are used. At the same time, in the last decades the search for a reliable and simultaneously simple equation of state is one of the most important directions of research (Amao 2014; Yan 2011; Ahmed 2010; Brusilovsky 2002; Gross 2001; Brusilovsky 1992). One of the modifications of cubic equations of state is the Brusilovsky equation (Brusilovsky 2002; Brusilovsky 1992). When developing this equation, the task implied the formulation of a cubic equation of state describing the PVT properties of natural hydrocarbon mixtures at pressures up to 100 MPa and temperatures up to 200° with sufficient accuracy for engineering purposes. The existing equations of state were reduced to a single form and a new generalized equation of state was proposed (Brusilovsky 2002; Brusilovsky 1992). The aim of the present paper is to identify the advantages of using a particular equation of state (PR, SRK, Brusilovsky) to describe the vapor-liquid equilibrium of hydrocarbon mixtures under various thermobaric conditions. To achieve this goal, a software in Python was designed that implements an iterative algorithm for calculating the equilibrium ratios (K-values) of components for the multicomponent hydrocarbon mixtures (flash calculations) using the Brusilovsky equation of state. The designed software is available for public access at the Internet under the link: https://gist.github.com/GrushnikovIU/982ba4dff03c0fa1fa5753b590a477d2. Since the PR and SRK equations of state can be considered as a special case of the Brusilovsky equation of state, the designed software made it possible to compare the K-values calculated using different equations of state. For some mixtures, the calculated K-values were compared with the known experimental K-values (Kogan 1966). It has been revealed in which cases the use of the generalized Brusilovsky equation of state can give advantages in comparison with the application of the PR and SRK equations of state. The results obtained in the present paper made it possible to formulate recommendations on the use of the considered equations of state (PR, SRK, Brusilovsky) in modeling the vapor-liquid equilibrium of hydrocarbon mixtures of various compositions. With the help of the software designed, additional studies were carried out (calculations of the mixtures’ composition of the vapor and liquid phases, the dew-point curve and the boiling curve) in order to demonstrate its capabilities.
用三次状态方程分析多组分烃类混合物汽液平衡参数
计算机模拟天然烃混合物的相间传质过程,以及它们的定性实验室研究,使专家能够更深入地研究油藏中的过程。如今,该行业使用了许多软件解决方案(PVTSim、WinProp CMG、Aspen HYSYS等)来模拟油、气凝析混合物等的相间传质。在大多数这些工业软件产品中,实现了基于多组分烃系统状态方程计算相平衡的方法(闪速计算)。为此,通常使用各种版本的Peng-Robinson (PR)和Soave-Redlich-Kwong (SRK)三次状态方程。与此同时,在过去的几十年里,寻找一个可靠且同时简单的状态方程是最重要的研究方向之一(Amao 2014;燕2011;艾哈迈德2010;Brusilovsky 2002;总值2001;Brusilovsky 1992)。三次状态方程的修正之一是Brusilovsky方程(Brusilovsky 2002;Brusilovsky 1992)。在开发该方程时,该任务需要建立一个三次状态方程,该方程描述了在压力高达100 MPa、温度高达200°时天然烃混合物的PVT特性,具有足够的工程精度。将现有的状态方程简化为单一形式,提出了一种新的广义状态方程(Brusilovsky 2002;Brusilovsky 1992)。本文的目的是确定使用特定的状态方程(PR, SRK, Brusilovsky)来描述各种热压条件下烃类混合物的汽液平衡的优点。为了实现这一目标,在Python中设计了一个软件,该软件实现了一种迭代算法,用于使用Brusilovsky状态方程计算多组分烃混合物中组分的平衡比(k值)(闪算)。设计的软件可在互联网上通过以下链接获取:https://gist.github.com/GrushnikovIU/982ba4dff03c0fa1fa5753b590a477d2。由于PR和SRK状态方程可以视为Brusilovsky状态方程的特例,因此设计的软件可以比较使用不同状态方程计算的k值。对于某些混合物,计算的k值与已知的实验k值进行了比较(Kogan 1966)。在某些情况下,与使用PR和SRK状态方程相比,使用广义Brusilovsky状态方程具有优势。本文得到的结果使我们有可能提出建议,说明如何使用所考虑的状态方程(PR, SRK, Brusilovsky)来模拟各种成分的碳氢化合物混合物的汽液平衡。在设计的软件的帮助下,进行了额外的研究(计算混合物的汽相和液相组成,露点曲线和沸腾曲线),以证明其能力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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