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# 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
`syslin`

list (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

### 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.

## Comments

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