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首页> 外文期刊>International journal of mathematics in operational research >Symbiotic organisms search algorithm based model reduction of higher order continuous systems
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Symbiotic organisms search algorithm based model reduction of higher order continuous systems

机译:基于共生的生物搜索算法的高阶连续系统的模型减少

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摘要

This contribution proposes an approximation technique for reduction of higher order continuous systems (HOCS) using symbiotic organisms search (SOS) algorithm. The parameters of reduced-order model (ROM) of HOCS are obtained by minimising the normalised errors in between the Markov parameters and time moments of ROM and HOCS. The proposed technique always generates stable ROM for stable HOCS. Hurwitz criterion is utilised for ensuring the stability of ROM. The SOS algorithm is used for finding the ROM due to being simple and being free from algorithm-specific parameters. The effectiveness of proposed method is illustrated with the help of one test system. A comparative study is also accomplished for the results obtained using SOS algorithm and other optimisation techniques. The analysis indicates that the SOS algorithm outperforms when compared to other algorithms.
机译:该贡献提出了一种使用共生生物搜索(SOS)算法来减少更高阶连续系统(HOC)的近似技术。通过最小化Markov参数和ROM和HOC的时间矩之间的标准化误差来获得HOCS的阶数模型(ROM)的参数。该技术始终为稳定的HOC产生稳定的ROM。 Hurwitz标准用于确保ROM的稳定性。 SOS算法用于查找ROM,由于简单并且没有算法特定的参数。借助一个测试系统说明了所提出的方法的有效性。还可以为使用SOS算法和其他优化技术获得的结果完成比较研究。分析表明,与其他算法相比,SOS算法优于胜过。

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