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See the recommended documentation of this function
bode
Bode plot
Calling Sequence
bode(sl,[fmin,fmax] [,step] [,comments] ) bode(sl,frq [,comments] ) bode(frq,db,phi [,comments]) bode(frq, repf [,comments])
Arguments
- sl
- syslinlist (SISO or SIMO linear system) in continuous or discrete time.
- fmin,fmax
- real (frequency bounds (in Hz)) 
- step
- real (logarithmic step.) 
- comments
- vector of character strings (captions). 
- frq
- row vector or matrix (frequencies (in Hz) ) (one row for each SISO subsystem). 
- db
- row vector or matrix ( magnitudes (in Db)). (one row for each SISO subsystem). 
- phi
- row vector or matrix ( phases (in degree)) (one row for each SISO subsystem). 
- repf
- row vector or matrix of complex numbers (complex frequency response). 
Description
Bode plot, i.e magnitude and phase of the frequency response of
            sl.
sl can be a continuous-time or discrete-time SIMO
            system (see syslin). In case of multi-output the
            outputs are plotted with different symbols.
The frequencies are given by the bounds fmin,fmax
            (in Hz) or by a row-vector (or a matrix for multi-output)
            frq.
step is the ( logarithmic ) discretization step.
            (see calfrq for the choice of default value).
comments is a vector of character strings
            (captions).
db,phi are the matrices of modulus (in Db) and
            phases (in degrees). (One row for each response).
repf matrix of complex numbers. One row for each
            response.
Default values for fmin and
            fmax are 1.d-3,
            1.d+3 if sl is continuous-time or
            1.d-3, 0.5/sl.dt (nyquist frequency)
            if sl is discrete-time. Automatic discretization of
            frequencies is made by calfrq.
The
Examples

s=poly(0,'s') h1=syslin('c',(s^2+2*0.9*10*s+100)/(s^2+2*0.3*10.1*s+102.01)) num=22801+4406.18*s+382.37*s^2+21.02*s^3+s^4; den=22952.25+4117.77*s+490.63*s^2+33.06*s^3+s^4 h2=syslin('c',num/den); clf();bode([h1;h2],0.01,100,['h1';'h2'])

See Also
- black — Black-Nichols diagram of a linear dynamical system
- nyquist — nyquist plot
- gainplot — magnitude plot
- repfreq — frequency response
- g_margin — gain margin and associated crossover frequency
- p_margin — phase margin and associated crossover frequency
- calfrq — frequency response discretization
- phasemag — phase and magnitude computation
- datatips — Tool for placing and editing tips along the plotted curves.
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