Predicting three phase (hydrate–liquid–vapour) equilibria of mixed hydrates in guest gas swapping: AI‐based approach versus physical modelling

Gauri Shankar Patel, Amiya K. Jana
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Abstract

Prior to investigating the guest gas replacement characteristics, the estimation of equilibrium condition for the coexisting hydrate–liquid–vapour (HLV) phases is crucial. For this, there are various studies which have reported the physical thermodynamic model for equilibrium estimation. In this contribution, a data‐driven formulation is developed as an alternative approach within the framework of artificial intelligence (AI) to predict the three‐phase equilibrium of binary and ternary mixed hydrates associated with guest swapping at diverse geological conditions. For this, we use the experimental data sets related to guest (pure and mixed CO2) replacement in hydrate structures with and without salts (i.e., single and multiple salts of NaCl, KCl, and CaCl2). Various training algorithms, namely Levenberg–Marquardt (LM), scaled conjugate gradient (SCG), Broyden–Fletcher–Goldfarb–Shanno (BFGS) quasi‐Newton, and Bayesian regularization (BR), are employed to formulate the artificial neural network (ANN) model. Performing a systematic comparison between them, we select the best option suited for the hydrate system. The best performing ANN model is compared with an existing physical thermodynamic model for predicting the equilibrium condition in pure water. It is observed that the ANN (BR) model consistently secures the lower percent absolute average relative deviation (i.e., %AARD <2%) than the latest physical model. Finally, the developed AI model is extended to predict the three‐phase HLV equilibrium in presence of salt solutions.
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预测客气交换中混合水合物的三相(水合物-液体-蒸汽)平衡:基于人工智能的方法与物理建模
在研究客气置换特性之前,估算共存的水合物-液体-蒸汽(HLV)相的平衡条件至关重要。为此,有各种研究报告了用于平衡估算的物理热力学模型。在本文中,我们在人工智能(AI)框架内开发了一种数据驱动公式,作为预测二元和三元混合水合物在不同地质条件下与客体交换相关的三相平衡的替代方法。为此,我们使用了与有盐和无盐(即 NaCl、KCl 和 CaCl2 的单盐和多盐)水合物结构中客体(纯二氧化碳和混合二氧化碳)置换相关的实验数据集。在建立人工神经网络(ANN)模型时采用了多种训练算法,即 Levenberg-Marquardt(LM)、缩放共轭梯度(SCG)、Broyden-Fletcher-Goldfarb-Shanno(BFGS)准牛顿和贝叶斯正则化(BR)。通过对它们进行系统比较,我们选择了最适合水合物系统的方案。将性能最佳的人工神经网络模型与现有的物理热力学模型进行比较,以预测纯水中的平衡条件。结果表明,ANN(BR)模型的绝对平均相对偏差百分比(即 %AARD <2%)始终低于最新的物理模型。最后,所开发的人工智能模型被扩展用于预测盐溶液存在时的三相 HLV 平衡。
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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