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Piecewise function based gravitational search algorithm and its application on parameter identification of AVR system

机译:基于分段函数的重力搜索算法及其在AVR系统参数辨识中的应用

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摘要

Heuristic optimization has shown its superiority in handling identification problem of complicated system, for methods based on heuristic optimization do not have special requirements on model structures of the target system. In this paper, a piecewise function based gravitational search algorithm (PFCSA) is proposed and applied in parameter identification of automatic voltage regulator (AVR) system. In the proposed algorithm, a piecewise function is designed as the gravitational constant function to replace the traditional exponential equation. The piecewise function provides more rational gravitational constant to control the convergence of algorithm, and thus excellent searching ability is likely to be achieved. Moreover a new weighted objective function is proposed in the identification frame. Comparative experimental studies are conducted to test the searching ability of PFGSA and to verify the performance of proposed identification strategy, while genetic algorithm, particle swarm optimization and GSA are employed for comparison. The experimental results show that PFGSA performs the best on term of accuracy and stability in the parameter identification of AVR system, and the proposed identification strategy is effective.
机译:启发式优化在处理复杂系统的识别问题上具有优势,因为基于启发式优化的方法对目标系统的模型结构没有特殊要求。提出了一种基于分段函数的重力搜索算法(PFCSA),并将其应用于自动电压调节器(AVR)系统的参数辨识。该算法将分段函数设计为重力常数函数,以代替传统的指数方程。分段函数提供了更合理的引力常数来控制算法的收敛性,因此很可能实现出色的搜索能力。此外,在识别框架中提出了一种新的加权目标函数。进行了比较实验研究,以测试PFGSA的搜索能力并验证所提出的识别策略的性能,同时采用遗传算法,粒子群优化和GSA进行比较。实验结果表明,PFGSA在AVR系统参数辨识中表现出最好的准确性和稳定性,所提出的辨识策略是有效的。

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