水驱油藏采油速度估计的神经网络-神经网络混合模型与神经网络模型处理速度比较

IF 4.2
Paul Theophily Nsulangi , Werneld Egno Ngongi , John Mbogo Kafuku , Guan Zhen Liang
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引用次数: 0

摘要

对比了人工神经网络模型(ANN)与数值油藏模拟模型(NRS)和人工神经网络模型(NRS-ANN)混合模型对ZH86油藏区块注水开采下产油量的预测性能和处理速度。历史输入变量:储层压力、含烃储层孔隙体积、含水储层孔隙体积和油藏注水速度作为人工神经网络模型的输入。为了建立NRS- ann混合模型,使用了从NRS模型中提取的314个数据集,包括储层压力、储层含烃孔隙体积、储层含水孔隙体积和储层注水速率。模型的输出是ZH86油藏区块记录的历史产油量(HOPR, m3 / d)。使用MATLAB R2021a开发模型,在3个重复条件(2、4、6)下对25个模型进行训练,每个条件1000次。对比分析表明,对于所有25个模型,人工神经网络在处理速度和预测性能方面都优于NRS-ANN。ANN模型的R2和MAE均值分别为0.8433和8.0964 m3/day,而NRS-ANN混合模型的R2和MAE均值分别为0.7828和8.2484 m3/day。在重复2次、4次和6次后,ANN模型的处理速度分别达到49次/秒、32次/秒和24次/秒。而NRS-ANN混合模型的平均处理速度较低,分别为45、23和20 epoch /sec。此外,ANN最优模型在处理速度和精度方面都优于NRS-ANN模型。神经网络优化模型的速度为336.44 epoch /sec,而NRS-ANN混合优化模型的速度为52.16 epoch /sec。在验证数据集中,ANN优化模型的RMSE和MAE值分别为7.9291 m3/day和5.3855 m3/day,而混合ANS优化模型的RMSE和MAE值分别为13.6821 m3/day和9.2047 m3/day。研究还表明,ANN最优模型在训练、测试和验证数据集中均获得较高的R2值,分别为0.9472、0.9284和0.9316。而NRS-ANN混合优化在训练、测试和验证数据集上产生的R2值较低,分别为0.8030、0.8622和0.7776。研究表明,在水驱采油方法下,人工神经网络模型在计算ZH86油藏区块产油量时兼顾了处理速度和准确性,是一种更有效、更可靠的工具。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Comparison of processing speed of NRS-ANN hybrid and ANN models for oil production rate estimation of reservoir under waterflooding
This study compared the predictive performance and processing speed of an artificial neural network (ANN) and a hybrid of a numerical reservoir simulation (NRS) and artificial neural network (NRS-ANN) models in estimating the oil production rate of the ZH86 reservoir block under waterflood recovery. The historical input variables: reservoir pressure, reservoir pore volume containing hydrocarbons, reservoir pore volume containing water and reservoir water injection rate used as inputs for ANN models. To create the NRS-ANN hybrid models, 314 data sets extracted from the NRS model, which included reservoir pressure, reservoir pore volume containing hydrocarbons, reservoir pore volume containing water and reservoir water injection rate were used. The output of the models was the historical oil production rate (HOPR in m3 per day) recorded from the ZH86 reservoir block. Models were developed using MATLAB R2021a and trained with 25 models in three replicate conditions (2, 4 and 6), each at 1000 epochs. A comparative analysis indicated that, for all 25 models, the ANN outperformed the NRS-ANN in terms of processing speed and prediction performance. ANN models achieved an average of R2 and MAE of 0.8433 and 8.0964 m3/day values, respectively, while NRS-ANN hybrid models achieved an average of R2 and MAE of 0.7828 and 8.2484 m3/day values, respectively. In addition, ANN models achieved a processing speed of 49 epochs/sec, 32 epochs/sec, and 24 epochs/sec after 2, 4, and 6 replicates, respectively. Whereas the NRS-ANN hybrid models achieved lower average processing speeds of 45 epochs/sec, 23 epochs/sec and 20 epochs/sec. In addition, the ANN optimal model outperforms the NRS-ANN model in terms of both processing speed and accuracy. The ANN optimal model achieved a speed of 336.44 epochs/sec, compared to the NRS-ANN hybrid optimal model, which achieved a speed of 52.16 epochs/sec. The ANN optimal model achieved lower RMSE and MAE values of 7.9291 m3/day and 5.3855 m3/day in the validation dataset compared with the hybrid ANS optimal model, which achieved 13.6821 m3/day and 9.2047 m3/day, respectively. The study also showed that the ANN optimal model consistently achieved higher R2 values: 0.9472, 0.9284 and 0.9316 in the training, test and validation data sets. Whereas the NRS-ANN hybrid optimal yielded lower R2 values of 0.8030, 0.8622 and 0.7776 for the training, testing and validation datasets. The study showed that ANN models are a more effective and reliable tool, as they balance both processing speed and accuracy in estimating the oil production rate of the ZH86 reservoir block under the waterflooding recovery method.
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