bfa-cm优化测井解释方法

PAN Bao-Zhi, DUAN Ya-Nan, ZHANG Hai-Tao, YANG Xiao-Ming, HAN Xue
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引用次数: 4

摘要

致密砂岩储层岩性复杂,孔隙结构多变,常规解释方法难以准确计算储层参数。一种优化的测井解释方法能够充分利用测井资料和地质信息。因此,它是致密砂岩储层评价的一种有效方法。在本研究中,为了计算致密砂岩储层参数,首先需要根据储层特征建立合适的解释模型。然后,选择解释参数,确定目标函数的具体形式。其次,采用优化算法寻找最优解。细菌觅食算法(BFA)是一种具有较强全局搜索能力的新算法。它模拟了大肠杆菌在人体肠道中与鞭毛一起游动寻找食物的行为。但由于其在优化后期收敛速度较慢,因此本研究将其与一种复杂算法(CM)结合构成BFA-CM混合算法,以提高搜索过程的精度和效率。本文还分别采用遗传算法(GA)、粒子群算法(PSO)、BFA算法和BFA- cm混合算法确定了优化测井解释方法的未知储层参数。计算结果表明,与GA法和PSO法相比,BFA法计算的孔隙度和组分含量误差最小。但计算结果曲线并不一致。因此,将BFA算法与CM算法相结合,构成BFA-CM混合算法计算储层参数,提高了精度,曲线更加稳定。BFA-CM优化测井解释方法的结果验证了目标函数值为F≈0。声波、中子和密度测井理论值曲线(AC0、CNL0、DEN0)均落在置信区间内,说明不存在系统偏差影响,优化结果合理可信。与其他算法相比,BFA-CM混合算法在利用优化测井解释方法计算未知参数的过程中显示出独特的优势。计算结果精度高,稳定性好,提高了计算效率。实验结果表明,BFA-CM优化测井解释方法能够准确计算致密砂岩储层参数,可应用于实际生产实践。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A BFA-CM OPTIMIZATION LOG INTERPRETATION METHOD

It is difficult to calculate reservoir parameters of tight sand reservoirs using conventional interpretation methods, due to their complex lithology and variable pore structure. An optimization log interpretation method is able to take full advantage of the log data and geological information. Therefore, it is an effective method to evaluate tight sand reservoirs. In this study, in order to calculate the reservoir parameters of tight sand reservoirs, an appropriate interpretation model needed to be first established according to the reservoirs’ characteristics. Then, the interpretation parameters were chosen, and the specific form of the objective function was determined. Next, an optimization algorithm was adopted to search for the optimal solution. A bacterial foraging algorithm (BFA) is a newly developed algorithm which has strong global search capabilities. It simulates the behavior of the colon bacillus which swims with flagella for food in the human gut. However, since it slowly converges in the later part of the optimization, it was combined in this study with a complex algorithm (CM) for constituting a BFA-CM hybrid algorithm, in order to improve the precision and efficiency of the search process. Also in this study, the unknown reservoir parameters of the optimization log interpretation method were determined using a genetic algorithm (GA), particle swarm optimization (PSO), BFA algorithm, and BFA-CM hybrid algorithm, respectively. The calculation results showed that, when compared with the GA and PSO, the errors of the porosity and the component content calculated by the BFA were minimal. However, the calculation result curves were found to be inconsistent. Therefore, by combining a BFA algorithm with a CM algorithm to constitute a BFA-CM hybrid algorithm for calculating reservoir parameters, the accuracy was improved, and the curves became more stable. The results of the BFA-CM optimization log interpretation method verified that the objective function value was F ≈ 0. Also, the sonic, neutron, and density log theoretical value curves (AC0, CNL0, DEN0) fell within the confidence interval, which indicated that a system deviation influence did not exist, and that the optimization results were reasonable and credible. When compared with the other algorithms, the BFA-CM hybrid algorithm displayed unique advantages during the process of calculating the unknown parameters with the optimization log interpretation method. Its calculation results were of high accuracy and stability, and the efficiency was also improved. The experimental results showed that the BFA-CM optimization logging interpretation method was able to accurately calculate the tight sandstone reservoir parameters, and could therefore be applied to actual production practices.

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