Optimization of electric power prediction of a combined cycle power plant using innovative machine learning technique

Efstratios L. Ntantis, Vasileios Xezonakis
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Abstract

Accurate prediction of electric power generation in combined cycle power plants is challenging yet crucial, especially when employing machine learning techniques like artificial neural networks. This research presents an advanced forecasting model based on the robust adaptive neuro‐fuzzy inference system to estimate electric power generation under full operating conditions. The research dataset comprises 9568 data points featuring four input parameters, including ambient temperature, ambient pressure, exhaust vacuum, and relative humidity, spanning 6 years of the publicly available UCI Machine Learning Repository. These data were partitioned into 70% for training, 30% for validation, and 0% for testing to ensure robustness. A hybrid approach is implemented for optimization, combining the least squares method and gradient descent. The first‐order Sugeno fuzzy model was adopted to defuzzification the entire fuzzy set, achieving optimal results with three membership functions assigned to each input variable. This configuration minimizes the training's root mean square error values and the checking error of 3.8395 and 3.7849 regarding the generalized bell‐shaped membership functions, improving computational efficiency. These values are optimum when employing the root mean square error performance metric of identical studies. The validation of the adaptive neuro‐fuzzy inference system method and an optimal data selection strategy for training should be considered for optimum outcomes in the energy field.
利用创新的机器学习技术优化联合循环发电厂的电功率预测
对联合循环发电厂的发电量进行精确预测具有挑战性,但也至关重要,尤其是在采用人工神经网络等机器学习技术时。本研究提出了一种基于鲁棒自适应神经模糊推理系统的先进预测模型,用于估算全运行条件下的发电量。研究数据集包括 9568 个数据点,具有四个输入参数,包括环境温度、环境压力、排气真空度和相对湿度,时间跨度为公开可用的 UCI 机器学习资料库的 6 年。为确保稳健性,这些数据被分成 70% 用于训练,30% 用于验证,0% 用于测试。采用混合方法进行优化,将最小二乘法和梯度下降法相结合。采用一阶 Sugeno 模糊模型对整个模糊集进行去模糊化,为每个输入变量分配三个成员函数,从而达到最佳结果。这种配置使训练的均方根误差值最小,广义钟形成员函数的校验误差分别为 3.8395 和 3.7849,提高了计算效率。在采用相同研究的均方根误差性能指标时,这些值都是最佳值。为在能源领域取得最佳结果,应考虑验证自适应神经模糊推理系统方法和最佳数据选择训练策略。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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