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Справка Scilab >> CACSD > Linear System Representation > ss2tf

ss2tf

conversion from state-space to transfer function

Syntax

[h]=ss2tf(sl)
[Ds,NUM,chi]=ss2tf(sl)

[h]=ss2tf(sl,"b")
[Ds,NUM,chi]=ss2tf(sl,"b")


[h]=ss2tf(sl,rmax)
[Ds,NUM,chi]=ss2tf(sl,rmax)

Arguments

sl

linear system (syslin list)

h

transfer matrix

Description

Called with three outputs [Ds,NUM,chi]=ss2tf(sl) returns the numerator polynomial matrix NUM, the characteristic polynomial chi and the polynomial part Ds separately i.e.:

h = NUM/chi + Ds

Method:

One uses the characteristic polynomial and det(A+Eij)=det(A)+C(i,j) where C is the adjugate matrix of A.

With rmax or "b" argument uses a block diagonalization of sl.A matrix and applies "Leverrier" algorithm on blocks. If given, rmax controls the conditionning (see bdiag).

Examples

s=poly(0,'s');
h=[1,1/s;1/(s^2+1),s/(s^2-2)]
sl=tf2ss(h);
h=clean(ss2tf(sl))
[Ds,NUM,chi]=ss2tf(sl)

See also

  • tf2ss — transfer to state-space
  • syslin — определение линейной системы
  • nlev — Leverrier's algorithm
  • glever — inverse of matrix pencil
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Last updated:
Tue Feb 14 15:13:23 CET 2017