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A robust power flow approach using synthetic dynamics and optimal multiplier

机译:使用合成动力学和最优乘数的鲁棒潮流方法

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In this work a robust load flow method based on the Synthetic Dynamics Power Flow (SDPF) and on the Load Flow with Step Size Optimization (LFSSO) is presented. The original approach of SDPF uses variable step size implicit integration to solve the resulting differential-algebraic equations that represents the load flow problem. The proposed method Synthetic Dynamics Power Flow with Optimal Multiplier (SDPF-OM), uses the scalar multiplier from LFSSO to replace the original step length control in order to improve SDPF's performance. Finally, a critical comparison of the proposed approaches based on the number of iterations and the method's ability to identify unsolvable conditions were carried out using some IEEE test as well as realistic systems.
机译:在这项工作中,提出了一种基于合成动力潮流(SDPF)和带步长优化的潮流(LFSSO)的鲁棒潮流方法。 SDPF的原始方法使用可变步长隐式积分来解决代表潮流问题的结果微分-代数方程。所提出的带有最佳乘数的动态综合功率潮流(SDPF-OM)方法使用LFSSO的标量乘数来代替原始步长控制,以提高SDPF的性能。最后,使用一些IEEE测试以及实际系统,对基于迭代次数和该方法识别不可解决条件的能力对提出的方法进行了严格的比较。

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