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Evaluation of Oil Viscosity Based Various Empirical Correlations for Azerbaijan Crude Oils

机译:基于油粘度的阿塞拜疆原油各种经验相关性评估

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In the oil industry, the evaluation of oil viscosity is one of the important issues. Generally, the viscosity of crude oil depends on pressure and temperature. In this study, the prediction issue of oil viscosity has been viewed applying empirical correlations as Beggs-Robinson, Labedi, modified Kartoatmodjo, Elsharkawy and Alikhan, Al-Khafaji. Original field data reports have been obtained from Guneshli oil field of Azerbaijan sector of Caspian Basin. The correlation models used in the evaluation of viscosity of Azerbaijan oil have been implemented in the Python software environment. The obtained values on empirical correlations have been compared to experimental data obtained from Guneshli oil field. Statistical analysis in terms of percent absolute deviation (% AD) and the percent absolute average deviation (% AAD), mean absolute error (% MAE), correlation coefficient (% ), root mean square error (% RMSE) are used to subject the evaluation of the viscosity correlations. According to statistical analysis, it has been known that the Beggs-Robinson model has shown the lowest value on AAD (10.5614%), MAE (12.4427 %), RMSE (20.0853 %). The Labedi model has presented the worst result on every four criterions. Even though the Elsharkawy-Alikhan model has presented the highest result (99.9272%) on correlation coefficient, in the evaluation of viscosity of Azerbaijan crude oil, the Beggs-Robinson model can be considered more acceptable.
机译:在石油工业中,油粘度的评估是重要的问题之一。通常,原油的粘度取决于压力和温度。在这项研究中,油粘度的预测问题已通过经验相关性被视为Beggs-Robinson,Labedi,改良的Kartoatmodjo,Elsharkawy和Alikhan,Al-Khafaji。原始现场数据报告是从里海盆地阿塞拜疆地区的Guneshli油田获得的。用于评估阿塞拜疆机油粘度的相关模型已在Python软件环境中实现。已将获得的经验相关值与从古内什利油田获得的实验数据进行了比较。统计分析采用百分比绝对偏差(%AD)和百分比绝对平均偏差(%AAD),平均绝对误差(%MAE),相关系数(%),均方根误差(%RMSE)进行。粘度相关性的评估。根据统计分析,已知Beggs-Robinson模型在AAD(10.5614%),MAE(12.4427%),RMSE(20.0853%)上显示出最低值。 Labedi模型在每四个标准上给出了最差的结果。尽管Elsharkawy-Alikhan模型的相关系数最高(99.9272%),但在阿塞拜疆原油的粘度评估中,Beggs-Robinson模型还是可以接受的。

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