WebThe paper presents the /spl gamma/-/spl delta/ Routh approximation for interval systems. The interval /spl gamma/s and /spl delta/s are evaluated for the higher order interval systems, and then an rth-order approximant is obtained by retaining the first r, interval /spl delta/s, and /spl gamma/s. A numerical example illustrates the procedure. WebAbstract: A new method of approximating the transfer function of a high-order linear system by one of lower order is proposed. Called the "Routh approximation method" because it is based on an expansion that uses the Routh table of the original transfer function, the method has a number of useful properties: if the original transfer function is stable, then …
An improvement in the Routh-Padé approximation techniques
WebApr 27, 2007 · The Routh approximation method for model reduction is modified, enabling a reduced-order model to be derived whose numerator order can be selected independently … WebAug 1, 1982 · The Routh approximation method which has been suggested for the reduction of stable discrete time linear systems to guarantee stable models, uses the bilinear transformation. A stability theorem in the z-plane is presented which is shown to be an equivalent of the Routh criterion. ed meds not effective
Model Order Reduction of Interval Systems Using Routh …
WebMar 26, 2015 · The Routh approximation is used in [14] to create the denominator of the simplified model; [29] uses the stability equations; [15] uses Eigen spectrum analysis, and [17] utilizes removed pole ... WebMar 28, 2007 · A method for approximating high order stable systems via lower order stable models is presented. It is an improvement over previous Routh-Padé methods since the denominator polynomial of the model transfer function, even if based on the elements of a Routh array, contains two free parameters. WebA NEW APPROACH ABOUT PADE 2 5s 4 s 2 s 3 APPROXIMATION & ROUTH APPROXIMATION (13) In this paper the discussion about the case when Poles of the system are -2,-1,-1 indicates that the original system is stable and reduced 2nd order model is stable in case of routh approximation but the same system is stable. ed meds for diabetics