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Dew point pressure prediction based on mixed-kernels-function support vector machine in gas-condensate reservoir

机译:基于混合核函数支持向量机的凝析气藏露点压力预测

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摘要

Dew point pressure, at which the first condensate liquid comes out of solution in gas condensate reservoir, is a vital parameter for fluid characterization, field development, reservoir management and facility construction. Fast and accurate measurement of dew point pressure is always a challenge. Laboratory measurement can give accurate dew point pressure, but are expensive and time consuming. Equation of state is an alternative way, but can not converge in light oil and gas condensate reservoirs. Different empirical correlations have been built up between reservoir properties, fluid composition and dew point pressure. However, those correlations do not accurately reflect complex, non-linear relationships between them. With the development and improvement of artificial neural networks, different neural networks; such as multilayer perceptron neural network, radial basis function neural network, and gene expression programming can be used to describe complex relationships. Recently, one popular machine learning algorithm-(support vector machine) attracts attention due to its strong generalization ability. In this paper, we introduce a mixed kernel function based support vector machine (MKF-SVM), which has both strong interpolation and extrapolation abilities. This support vector machine model was trained and tested using 564 measurements of dew point pressure. The performance of this model is compared against four well known empirical correlations for dew point pressure calculation. The result, high R-2 = 0.9150, low root mean square error RMSE = 476.392 and low average absolute percent relative error (AAPE = 7.01%) indicates good performance of mixed kernel function based support vector machine (MKF-SVM).
机译:露点压力是凝析气藏,溶液开发,储层管理和设施建设的重要参数,露点压力是冷凝水储层中溶液中第一个冷凝液流出的地方。快速而准确地测量露点压力始终是一个挑战。实验室测量可以提供准确的露点压力,但既昂贵又费时。状态方程是一种替代方法,但不能在轻质石油和天然气凝析油藏中收敛。在储层性质,流体成分和露点压力之间建立了不同的经验相关性。但是,这些相关性不能准确反映它们之间的复杂非线性关系。随着人工神经网络的发展和完善,出现了不同的神经网络。诸如多层感知器神经网络,径向基函数神经网络和基因表达编程等可用于描述复杂的关系。最近,一种流行的机器学习算法-(支持向量机)由于其强大的泛化能力而备受关注。在本文中,我们介绍了一种基于混合核函数的支持向量机(MKF-SVM),它具有强大的内插和外推能力。使用564个露点压力测量值对这种支持向量机模型进行了训练和测试。将该模型的性能与四个众所周知的经验相关性进行比较,以计算露点压力。结果,高R-2 = 0.9150,低均方根误差RMSE = 476.392和低平均绝对百分比相对误差(AAPE = 7.01%)表明,基于混合核函数的支持向量机(MKF-SVM)的性能良好。

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