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Model Reduction of LTI Discrete-Time Multivariable Systems using Pade Approximation and Stability Equation Method

机译:Lade离散多变量系统的Pade逼近和稳定性方程方法的模型简化

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A mixed method is presented for reducing the order of higher-order discrete-time multivariable systems. The reduced model denominator is achieved by stability equation method. The reduced model numerator coefficients in w-domain are chosen to fit a number of initial time-moments and Markov parameters of the higher-order system (HOS). The w-domain reduced order model (ROM) is then transformed back to the z-domain. This method approximates both low and high magnitude poles to give better matching in both the steady state and transient regions of step response. The method is illustrated by an example.
机译:提出了一种混合方法来降低高阶离散时间多变量系统的阶数。简化的模型分母是通过稳定性方程法获得的。选择w域中的简化模型分子系数以适合许多初始时间矩和高阶系统(HOS)的Markov参数。然后,将w域降阶模型(ROM)转换回z域。此方法近似于高低极点,以便在稳态和阶跃响应的瞬态区域中提供更好的匹配。举例说明该方法。

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