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基于凸松弛的LASSO正则带约束稀疏优化模型的超差智能电表识别

Convex Relaxation Based LASSO Regular with Constrained Sparse Optimization Model for Ultra Poor Smart Meter Identification

  • 摘要: 针对传统超差智能电表抽检方法存在精度不足、效率低下、覆盖面有限等问题,提出了一种基于凸松弛的LASSO正则带约束稀疏优化模型的超差智能电表识别方法。首先基于台区物理拓扑结构,通过传统智能电表误差估计模型的验证,发现线损电量与总用电量之间存在线性关系,然后将首检误差引入作为正则化惩罚项,提出基于凸松弛的LASSO正则带约束稀疏优化模型的超差智能电表识别模型,最后采用坐标下降算法判断台区内是否存在超差电表并确定其超差值。与限定记忆最小二乘法和结合动态线损的FMRLS算法相比,所提方法在线损率估计上更接近真实值,对超差电表位置的判断准确,且超差值识别精度更高。

     

    Abstract: Aiming at the problems of insufficient accuracy, inefficiency, and limited coverage of traditional smart meter for over-performing meter sampling methods, this paper proposes an over-performing smart meter identification method based on the LASSO regularization constrained sparse optimization model with convex relaxation. Firstly, based on the physical topology of the station area, through the validation of the traditional smart meter error estimation model, this paper finds that there is a linear relationship between the line loss power and the total power consumption, then, the first inspection error is introduced as a regularization penalty term, and the over-poor smart meter identification model based on the convex relaxation LASSO regularization with constraint sparse optimization model is proposed. Finally, the coordinate descent algorithm is used to determine whether there is an overdifferential meter in the station area and determine its overdifferential value. Compared with the restricted memory least squares method and the FMRLS algorithm combined with dynamic line loss, the method in this paper is closer to the real value in the estimation of the line loss rate, accurate in judging the location of the overdiffuse meter, and has higher accuracy in identifying the overdiffuse value.

     

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