Sample Entropy based Variational Mode Decomposition with Hybrid RNN for Short Term Wind Power Interval Prediction

Mansi Maurya, A. Goswami
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Abstract

Intervals in wind energy predictions are an excellent way to quantify uncertainty. Wind power's highly variable nature makes it challenging to achieve good-quality prediction intervals (PIs). The Lower Upper Bound Estimation (LUBE) method is commonly used in interval prediction. However, the existing LUBE technique is trained either using shallow statistical models or rudimentary profound learning models that restrict its capability. As a result, the authors of this paper choose to combine the LUBE method with two hybrid models, namely CNN-LSTM (Convolutional Neural Network-Long Short Term Memory) and BiLSTM (Bidirectional LSTM). A developed interval-based optimization strategy with an improved cost function was used to highlight the advantages of these two networks. This improved cost function takes into account the location disparity between prediction intervals and constructed intervals, resulting in better control over PICP (Prediction Interval Coverage Probability) and PINRW (Prediction Interval Normalized Root Mean Squared Width), ensuring better adjustment capability. The suggested CNN-LSTM and BiLSTM algorithms were compared to the performance of other deep learning models on two different datasets that differed geographically. To reduce the data's complexity, it was treated with a noise-free procedure known as VMD (Variational Mode Decomposition). To break down the data and pick subseries, Sample entropy was used. The CNN-LSTM model beat other models in multiple experiments and provided a narrower prediction band with a high coverage probability. According to the results, hybrid models also had a longer run time and took longer to train than non-hybrid models.
基于样本熵变分模态分解的混合RNN短期风电区间预测
风能预测的时间间隔是量化不确定性的极好方法。风电的高度可变性使得实现高质量的预测区间(pi)具有挑战性。下上界估计(LUBE)方法是区间预测中常用的方法。然而,现有的LUBE技术要么使用浅层统计模型,要么使用基本的深度学习模型进行训练,这限制了其能力。因此,本文作者选择将LUBE方法与CNN-LSTM(卷积神经网络-长短期记忆)和BiLSTM(双向LSTM)两种混合模型相结合。一种基于区间的优化策略和改进的成本函数被用来突出这两种网络的优势。这种改进的代价函数考虑了预测区间和构造区间之间的位置差异,从而更好地控制了PICP(预测区间覆盖概率)和PINRW(预测区间归一化均方根宽度),确保了更好的调整能力。将建议的CNN-LSTM和BiLSTM算法与其他深度学习模型在两个不同地理位置的数据集上的性能进行了比较。为了降低数据的复杂性,对数据进行了无噪声处理,称为VMD(变分模态分解)。为了分解数据并挑选子序列,使用了样本熵。CNN-LSTM模型在多次实验中优于其他模型,预测频带更窄,覆盖概率高。根据结果,混合模型的运行时间和训练时间也比非混合模型长。
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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