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AUTOMATED GENERATION OF PHASE DIAGRAMS FOR SUPERCRITICAL FLUIDS FROM EQUATIONS OF STATE

机译:来自状态方程的超临界流体的自动产生相图

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Phase behavior is of major importance in the analysis and development of applications of supercritical fluids. Different classes of phase diagrams of fluid mixtures are useful to understand mixing/demixing processes, to explore conditions at which such processes occur and to study the influence of temperature and pressure on solubility values. Equations of state are an important type of thermodynamic models. They can be used to model properties of liquid, vapor or supercritical phases, with continuous transitions among such states. Unfortunately, phase equilibrium calculations are not simple. They require iterative procedures, which have no guarantee for convergence, rely on often crucial initial estimates and provide solutions that need to be tested for stability. Special attention has been given in the literature to the development of calculation procedures for two-phase and multiphase flashes, saturation points, phase envelopes, critical points, etc. However, the development of calculation algorithms for phase equilibria has not reached yet a plateau. For instance, a general algorithm for automated construction of phase diagrams for binary mixtures covering all possible situations of fluid-fluid and solid-fluid equilibria for systems of varying asymmetry is, to our knowledge, not yet available. In other words, we not only face the problem of finding a good model for the representation of the experimental reality, but also the problem of finding reliable calculation algorithms to faithfully unveil the reality within the universe of the chosen model. In our opinion, in the scientific community, the level of awareness towards the first of these problems is significantly higher than for the second. During the last years we have focused on the goal of developing tools able to generate phase diagrams in a general and automated way. Such work led to algorithms that apply to a relatively wide variety of phase behavior situations while setting the user free from initializing the calculations. The first part of this presentation reviews such previous contribution, which produced the software GPEC (Global Phase Equilibrium Calculations). The algorithms are so far restricted to binary systems. They cover, without requiring advance user's knowledge of the system phase behavior type, the automated location of Critical End Points (CEP), the automated calculation of critical lines and liquid-liquid-vapor (LLV) lines, the integration of the previous items into global-phase equilibrium diagrams, and the automated generation of Pxy and Txy diagrams. The second part of this work discusses and illustrates a new algorithm for the automated generation of complete fluid phase envelopes at specified composition, for binary mixtures. The algorithm is based on the location of key points at the set system composition, before starting off the building of the phase envelope. Such key points include vapor-liquid critical points, liquid-liquid critical points and saturated phases at LLV points. Finally, we discuss our future work in the field of equation of state phase diagrams generation.
机译:相位行为在超临界流体应用的分析和开发中具有重要意义。流体混合物的不同类别图是可用于理解混合/解剖过程的有用的可用于探讨这种过程的发生和研究温度和压力对溶解度值的影响的条件。状态方程是一种重要的热力学模型。它们可用于模拟液体,蒸气或超临界相的性质,在这种状态下连续过渡。不幸的是,相平衡计算并不简单。他们需要迭代程序,该程序无法保证收敛,依靠通常关键的初步估计,并提供需要测试稳定性的解决方案。特别注意在文献中给出的计算程序的开发两相和多相闪烁,饱和点,相信封,关键点等。然而,计算算法相平衡的发展还没有达到又一个平台。例如,覆盖不同不对称系统的所有可能存在的流体流体和固体流体平衡的二元混合物的相图的一般算法是我们的​​知识,尚未获得。换句话说,我们不仅面对找到实验现实的代表性的良好模型的问题,而且还找到了找到可靠的计算算法的问题,以忠实地揭示所选模型的宇宙内的现实。在我们看来,在科学界,第一个问题的意识水平明显高于第二个问题。在过去几年中,我们专注于开发能够以一般和自动方式生成相图的工具的目标。这些工作导致算法,它适用于相对繁多的相位行为情况,同时设置用户没有初始化计算。本演示文稿的第一部分审查了此类以前的贡献,该贡献产生了软件GPEC(全局相平衡计算)。到目前为止,该算法仅限于二元系统。它们覆盖,而不需要系统相行为类型的预先用户的知识,临界端点(CEP),临界线和液体 - 液体 - 蒸汽(LLV)线的自动计算,积分根据前述项中进入的自动位置全局相平图,以及PXY和TXY图的自动化生成。该工作的第二部分讨论并说明了用于二元组合物的特定组合物的完全流体相包膜的新算法。该算法基于设置系统组成的关键点的位置,然后在开始构建相位包络之前。这种关键点包括蒸汽临界点,液体临界点和LLV点的饱和相。最后,我们讨论了我们在国家阶段图的等式领域的未来工作。

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