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一种新的混合技术,用于在线性时间不变系统中减轻顺序,以及对直流电机的稳定性分析

Priyajit Dash¹, M L Meena², M Ramkumar Raja³

¹Department of Electronics Engineering, Rajasthan Technical University, Rawatbhata Road, Kota, 324010, Rajasthan, India.

Scientific reports

|July 24, 2025

概括

使用蜂蜜子算法 (HBA) 和稳定方程 (SE) 方法的新混合技术有效地减少了线性时间不变 (LTI) 系统的系统顺序. 这种方法提高了系统近似的准确性和稳定性,并改善了直流电机转速控制.

科学领域:

控制系统工程控制系统工程
计算智能是一种计算智能.
系统动力学系统动力学

背景情况:

订单减轻 (OA) 对于简化高阶系统 (HOS) 至关重要.
准确近似的系统动态需要强大的系数估计.
对于诸如直流电机转速调节等应用,需要有效的控制策略.

研究的目的:

引入一种新的混合技术来减少线性时间不变 (LTI) 系统的顺序.
为了评估HBA调整的PID控制器对直流电机转速控制的性能.
在准确性,稳定性和短暂响应方面证明拟议方法的优越性.

主要方法:

一种混合技术,它结合了HBA算法 (Honey Badger algorithm) 来计算分子多项式,以及稳定方程 (SE) 方法来计算分母多项式.
使用平方误差的积分 (ISE) 作为准确系数估计的目标函数.
使用时间加权绝对错误 (ITAE) 目标函数的积分实现和评估一个调整为HBA的PID控制器.

主要成果:

拟议的混合订单减排技术与现有方法相比,显示出更高的精度和稳定性.
在HBA/PID控制器实现显著降低上升时间和下降时间的直流电机转速控制.
强度分析证实了HBA/PID技术在不同发动机参数下的有效性.

结论:

这种新的混合技术为LTI系统的订单减少提供了有效的解决方案.
HBA/PID控制器为直流电机转速控制提供了更好的性能和稳定性.
拟议的基于Honey Badger算法的方法在系统简化和先进的控制应用中都显示出重大潜力.

关键词:

降低了系统的系统.电机是一直流电机.蜂蜜的算法蜂蜜的算法订购减排的时间.在PID控制器控制器中,PID控制器控制器强度分析分析的强度分析稳定性方程中的稳定性方程.

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