The Method for Synthesis the PI and PID Algorithms to the Model of Object with Inertia Second Order

B. Izvoreanu, I. Cojuhari, I. Fiodorov, Dumitru Moraru, M. Potlog
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引用次数: 1

Abstract

In this paper was developed an efficient procedure for tuning the PI and PID algorithms to the model of object with inertia second order with known parameters, that has two poles allocated in the left half of the complex plane. It was designed the algorithm based on the maximum stability degree method with iterations for tuning the PI and PID controllers and for comparison of the obtained results was proposed to use the pole-zero allocation method. To verify the obtained results, it was done the computer simulation of the automatic control system with PI and PID controllers in MATLAB and there were analyzed the performance of the automatic control system. The advantages of the maximum stability degree method were highlighted through reduced graphical and analytical calculations and minimal time, which lead to simplification of tuning procedure the PI and PID controllers to these model of objects.
二阶惯性物体模型的PI算法与PID算法综合方法
本文提出了一种有效的方法,将PI和PID算法调谐到具有已知参数的二阶惯性物体模型,该模型在复平面的左半部分有两个极点。基于最大稳定度法设计算法,通过迭代对PI控制器和PID控制器进行整定,并提出采用极点-零分配法对得到的结果进行比较。为了验证所得结果,在MATLAB中对PI和PID控制器的自动控制系统进行了计算机仿真,并对自动控制系统的性能进行了分析。最大稳定度法的优点在于减少了图形计算和解析计算,缩短了时间,从而简化了PI和PID控制器对这些对象模型的整定过程。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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