利用神经网络建模优化关井稳定时间,实现更好的油藏压力监测

Mohammad Al Kadem, Ali Radhi Al Ssafwany, Ahmed Abdulghani, Hussain Al Nasir
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摘要

稳定时间是压力测量精度的关键。在压力敏感油藏的堆积测试中,获得具有代表性的压力点是由优化稳定时间驱动的。研究中使用了一种人工智能技术,通过测量仪表对压力敏感油藏进行测试。储层特征的稳定时间函数一般采用考虑岩石和流体性质的扩散方程计算。人工神经网络(ANN)技术将用于预测稳定时间,并利用现成的和已知的输入或参数对其进行优化。然后将从扩散公式和人工神经网络技术中得到的值与油藏中压力表测量的实际值进行比较。优化需要提供给网络的数据集的数量,以允许覆盖整个范围,这与数据集的聚类相反是必不可少的。在测试、训练和验证人工神经网络时,总共使用了来自油井的约3000个压力导数样本。通过将数据集分成三个小部分进行优化,并通过监测人工神经网络的性能来优化数据集的数量。稳定时间的优化是至关重要的,它可以改善人工神经网络的学习过程。灵敏度分析表明,与实际数据集相比,使用公式和人工神经网络技术对时间进行了优化,平均绝对相对误差为3.67%。结果几乎是相同的,特别是当人工神经网络技术使用已知和容易获得的参数进行测试时。时间优化是必不可少的,因为人工神经网络技术和公式中的离散点或数据集将不起作用,允许人工神经网络在优化情况下工作。考虑到稳定时间对于获得压力图表示至关重要,预计该研究将提供额外的数据和信息。人工神经网络是一种优越的技术,通过它的优越性,可以适当地优化时间作为参数。因此可以较准确地预测储层测井资料。研究中使用的方法表明,通过减少来优化压力稳定时间的重要性。因此,研究结果可应用于储层测试,以获得最佳效果。
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Shut-in Stabilization Time Optimization for Better Reservoir Pressure Monitoring Harnessing Neural Network Modeling
Stabilization time is an essential key for pressure measurement accuracy. Obtaining representative pressure points in build-up tests for pressure-sensitive reservoirs is driven by optimizing stabilization time. An artificial intelligence technique was used in the study for testing pressure-sensitive reservoirs using measuring gauges. The stabilization time function of reservoir characteristics is generally calculated using the diffusivity equation where rock and fluid properties are honored. The artificial neural network (ANN) technique will be used to predict the stabilization time and optimize it using readily available and known inputs or parameters. The values obtained from the formula known as the diffusion formula and the ANN technique are then compared against the actual values measured from pressure gauges in the reservoirs. The optimization of the number of datasets required to be fed to the network to allow for coverage over the whole range is essential as opposed to the clustering of the datasets. A total of about 3000 pressure derivative samples from the wells were used in the testing, training, and validation of the ANN. The datasets are optimized by dividing them into three fractional parts, and the number optimized through monitoring the ANN performance. The optimization of the stabilization time is essential and leads to the improvement of the ANN learning process. The sensitivity analysis proves that the use of the formula and ANN technique, compared to actual datasets, is better since, in the formula and ANN technique, the time was optimized with an average absolute relative error of 3.67%. The results are near the same, especially when the ANN technique undergoes testing using known and easily available parameters. Time optimization is essential since discreet points or datasets in the ANN technique and formula would not work, allowing ANN to work in situations of optimization. The study was expected to provide additional data and information, considering that stabilization time is essential in obtaining the pressure map representation. ANN is a superior technique and, through its superiority, allows for proper optimization of time as a parameter. Thus it can predict reservoir log data almost accurately. The method used in the study shows the importance of optimizing pressure stabilization time through reduction. The study results can, therefore, be applied in reservoir testing to achieve optimal results.
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