病态系统中基于状态空间搜索法的低压解计算

A. Shahriari, H. Mokhlis, A. Bakar, M. Karimi, J. Laghari, M. Kazeminezad
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引用次数: 1

摘要

本文采用极坐标形式的状态空间搜索法(SSSM)来计算病态系统的低压解和最大负荷点。SSSM利用最优乘法器对状态变量(母线电压和相位)的方向进行修正,使病态系统的潮流方程收敛。SSSM的优势在于保持潮流雅可比矩阵的维数不变。而另一种方法,如延拓法和同伦法,则根据负荷需求的增加,改变了基于预测器和校正器的雅可比矩阵框架。实际上,SSSM的计算过程是基于标准牛顿-拉夫森潮流法。以14和30井和最大载荷点为病态系统的IEEE试验系统验证了SSSM的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The calculation of low voltage solution based on state space search method in ill-conditioned system
This paper implements the State Space Search Method (SSSM) in polar coordinate form to calculate low voltage solution and Maximum Loading Point of system in ill conditioned system. SSSM modifies the direction of state variable (buses voltage and phase) by using optimal multiplier in order to converge load flow equations in ill conditioned system. The privilege of SSSM emerges in the keeping dimension of load flow jacobian matrix constant. While another method such as continuation and homotopy methods change the framework of jacobian matrix based on predictor and corrector in term of increasing load demand. Indeed, the calculation process of SSSM is based on standard Newton Raphson load flow method. The validation of SSSM is shown by the testing IEEE test systems of 14 and 30 in well and maximum loading point as ill-conditioned systems.
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