gamitg
H-infinity gamma iterations for continuous time systems
Syntax
gopt = gamitg(G, r, prec) gopt = gamitg(G, r, prec, options)
Arguments
- G
 a continuous time dynamical system (plant realization).
- r
 1x2 row vector (dimension of
G22)- prec
 desired relative accuracy on the norm
- option
 string
't'- gopt
 real scalar, optimal H-infinity gain
Description
gopt=gamitg(G,r,prec [,options])
            returns the H-infinity optimal gain gopt.
G contains the state-space matrices [A,B,C,D] of
            the plant with the usual partitions:
B = ( B1 , B2 ) , C = ( C1 ) , D = ( D11 D12) ( C2 ) ( D21 D22)
These partitions are implicitly given in r: r(1)
            and r(2) are the dimensions of D22 (rows x columns)
With option='t', gamitg traces each bisection step, i.e.,
            displays the lower and upper bounds and the current test point.
See also
Authors
P. Gahinet
History
| Version | Description | 
| 5.4.0 | Sl is now checked for
                    continuous time linear dynamical system.  This modification
                    has been introduced by this commit | 
| Report an issue | ||
| << dhnorm | H-infinity | h2norm >> |