利用基于自适应神经模糊推理系统的模型准确预测水平和近水平管道压降的新方法

IF 4.9 Q2 ENERGY & FUELS
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引用次数: 0

摘要

有效的流线和管网设计取决于水平和近水平管道多相流压降的准确预测。自 1950 年初以来,已开发出多种经验相关性和机械模型来预测压降。业界使用的所有相关方法,除了其适用性的局限性之外,都无法提供必要的压降预测精度。不过,与经验相关性相比,最近开发的机械模型改进了压降预测。为了设计和建造更可靠、更经济的地面管网和水井,仍有必要提高预测精度。本研究利用自适应神经模糊推理系统(ANFIS)创建了一个模型,可以更准确、更简单地预测水平和近水平管道的压降。使用 ANFIS 方法,模糊建模程序可以收集有关一组数据的知识,从而确定成员函数参数,使相关模糊推理系统能够最有效地跟踪输入/输出数据。该模型是利用包含各种变量的实地数据创建和测试的。该模型是利用从亚洲大陆收集的 450 个不同数据集开发的。其中 113 个数据集用于测试,总共 337 个数据集用于训练。在模型完成前的模型开发阶段进行了趋势分析。这样做是为了确保模型的稳定性,并确保所创建的模型在物理上是合理的,能够准确模拟真实的物理过程。为了确定预测值与实际测量数据之间的误差百分比,我们进行了统计分析。为了将新 ANFIS 模型的性能与早期的经验相关模型和机械模型进行比较,还使用了图形和统计技术。新模型的性能明显优于已知的相关模型和最新的机械模型,其压降预测的准确度令人难以置信。Dukler 等人的经验相关性、Beggs 和 Brill 的经验相关性、Xiao 机械模型和 Gomez 机械模型的值分别为 25.284、20.940、30.122 和 20.817,而 ANFIS 模型的平均绝对百分比误差值最低,为 13.256。此外,Duckler 和 Beggs &amp 模型以及 Brill 模型分别以 0.908 和 0.906 的数值排在第二和第三位,而 ANFIS 模型的决定系数最高,为 0.955。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A novel method for accurate pressure drop prediction in horizontal and near horizontal pipes using adaptive neuro fuzzy inference system based model

Effective flow line and piping network design depends on the accurate prediction of pressure drop in multiphase flow for horizontal and near horizontal pipes. Since early 1950, several empirical correlations and mechanistic models have been developed to predict pressure drop. All correlations used by the industry, in addition to their applicability limitations, fall short of providing the necessary precision of pressure drop predictions. However, compared to empirical correlations, the recently developed mechanistic models improved pressure drop prediction. To design and construct more dependable and economical surface piping networks and wells, it is still necessary to improve prediction accuracy. This study uses the Adaptive Neuro-Fuzzy Inference System (ANFIS) to create a model that predicts pressure drop in horizontal and near-horizontal pipelines with greater accuracy and simplicity. Using the ANFIS method, the fuzzy modelling procedure can gather knowledge about a set of data to determine the membership function parameters that will enable the associated fuzzy inference system to track input/output data most effectively. The model was created and tested using field data encompassing various variables. The model was developed using 450 different data sets that were collected from the Asian continent. 113 data sets were used for testing, and a total of 337 data sets were used for training. Trend analysis was carried out during the model development phase prior to the model’s completion. This is performed to make sure the model is stable and to make sure the created model is physically sound and accurately simulates the real physical process. To determine the percentage of error between the predicted value and the actual measured data, statistical analysis was carried out. To compare the performance of the new ANFIS model to earlier empirical correlations and mechanistic models, graphical and statistical techniques were also used. The new model outperformed known correlations and the most recent mechanistic models by a significant margin in producing incredibly accurate pressure drop predictions. The Dukler et al. empirical correlation, Beggs and Brill empirical correlation, Xiao mechanistic model, and Gomez mechanistic model had values of 25.284, 20.940, 30.122, and 20.817, respectively, while the ANFIS model had a value of 13.256 for the lowest average absolute percentage error. Additionally, the Duckler and Beggs & Brill models came in second and third, with values of 0.908 and 0.906, respectively, and the ANFIS model had the highest coefficient of determination at 0.955.

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