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Computation of stability regions for third order systems using boundary locus and kronecker summation methods

机译:用边界轨迹和克罗内克求和方法计算三阶系统的稳定区域

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) plane and then computing the stabilizing values the parameters of a PI controller. Kronecker summation method needs the explicit equation in terms of control parameters that defines the stability boundary in parameter space. The explicit equation needs the characteristic equation. Using the explicit equation, auxiliary characteristic equation is formulated using Kronecker summation operation. This auxiliary characteristic equation defines the stability boundary. Furthermore, these methods are used to compute all the parameters of a PI controller which stabilize a control system with an interval plant family. The third order interval systems are considered to show the effectiveness of these methods and are simulated using matlab.
机译:)平面,然后计算PI控制器的稳定值。 Kronecker求和方法需要在控制参数方面定义显式方程式,以定义参数空间中的稳定性边界。显式方程需要特征方程。使用显式方程式,使用Kronecker求和运算来制定辅助特性方程式。该辅助特性方程式定义了稳定性边界。此外,这些方法还用于计算PI控制器的所有参数,以使带有间隔工厂系列的控制系统稳定下来。认为三阶区间系统显示了这些方法的有效性,并使用matlab进行了仿真。

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