02 آذر 1403

محمد محمدی باغملایی

مرتبه علمی:
نشانی: -
تحصیلات: دکترای تخصصی / -
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مشخصات پژوهش

عنوان Experimental and theoretical study of gas/oil relative permeability
نوع پژوهش مقالات در نشریات
کلیدواژه‌ها
Relative permeability, Gas injection, Smart correlation, MGGP, Taguchi experimental design
مجله COMPUTATIONAL GEOSCIENCES
شناسه DOI https://doi.org/10.1007/s10596-018-9806-9
پژوهشگران زهره فرمانی (نفر اول) ، رضا آذین (نفر دوم) ، محمد محمدی باغملایی (نفر سوم) ، روح اله فاتحی (نفر چهارم) ، مهدی اسکروچی (نفر پنجم)

چکیده

Gas injection is a proven economical process that significantly increases oil and condensate recovery from hydrocarbon reservoirs. Relative permeability is an important parameter in modeling, simulation, and evaluation of gas injection. In this study, new empirical-mathematical models are developed to predict the relative permeability of gas-oil systems in different rock and fluid systems. The Multi-Gene Genetic Programming (MGGP) technique is employed to develop relative permeability equations. The smart correlations presented in this work require capillary number, interfacial tension, API, gas molecular weight, and viscosity ratio as extra input variables to improve its precision and accuracy. The significance of each parameter is evaluated by statistical approach and Taguchi experimental design. The new models are evaluated by experimental data extracted from literature and validated by extensive error analysis. Additionally, laboratory tests were performed for determining gas-oil relative permeability which were used to check the accuracy of new developed correlations. In relative permeability curves for different gas flow rates, the coupling effect becomes strong and, in competition with the inertia effect, causes changes in the relative permeability with flow rate. The comparison of the experimental results of this study with the new proposed correlation resulted in a root-mean-square error (RMSE) of 0.0796 for gas relative permeability and 0.0564 for oil relative permeability. The results strongly admit the MGGP approach and high accuracy of developed mathematical correlations.