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Sparse Heteroscedastic Multiple Spline Regression Models for Wind Turbine Power Curve Modeling

机译:风力涡轮机电源曲线建模稀疏异源型多条花型回归模型

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摘要

An accurate wind turbine power curve (WTPC) plays a vital role in wind power forecasting and wind turbine condition monitoring. There are two major shortcomings of current WTPC models that prevent more accurate WTPC estimation, limited nonlinear fitting ability and the lack of in-depth understanding of the complex characteristics of WTPC. This paper proposes two novel regression models to overcome these two disadvantages simultaneously. First, they make use of multiple spline regression models (MSRM) with different basis functions and different numbers of knots to describe the complex nonlinear relationship between wind speed and wind power. Moreover, sparse prior distributions help avoid the adverse effects of redundant mapping features and useless basis functions on the model performance. Second, they embed the heteroscedasticity of WTPC modeling into MSRM based on Gaussian and Student's t-distributions, respectively. Finally, two sparse heteroscedastic MSRM with Gaussian and Student's t-distributions will be constructed and named as SHMSRM-G and SHMSRM-T, respectively. We compare the proposed models with fifteen benchmark models, and find that they can generate more accurate WTPCs than the others in different seasons and different wind farms. Thus, it is important to consider the complex nonlinear fitting ability and heteroscedasticity together in constructing accurate WTPC models.
机译:精确的风力涡轮机电源曲线(WTPC)在风力预测和风力涡轮机状态监测中起着至关重要的作用。目前WTPC模型有两种主要缺点,可防止更准确的WTPC估计,有限的非线性拟合能力和对WTPC复杂特性的深入了解。本文提出了两种新的回归模型,同时克服这两个缺点。首先,它们利用不同基本函数的多个样条回归模型(MSRM)和不同数量的结来描述风速和风能之间的复杂非线性关系。此外,稀疏的先前分布有助于避免冗余映射功能的不利影响和无用的基础函数对模型性能。其次,它们根据高斯和学生的T分布,将WTPC建模的异形体塑性分别嵌入MSRM。最后,两个具有高斯和学生的T分布的稀疏异源型MSRM将分别构建和命名为SHMSRM-G和SHMSRM-T。我们将拟议的模型与十五个基准模型进行比较,并发现它们可以在不同季节和不同风电场中的其他方式产生更准确的WTPC。因此,重要的是考虑复杂的非线性拟合能力和异形体性在构建精确的WTPC模型中。

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