bode {control} | R Documentation |
Bode Frequency Response for continuous-time Linear Systems.
Description
bode
computes the magnitude and phase of the frequency response of system sys
at given frequencies w
General Usage:
bode(sys)
bode(sys, w)
bode(sys, w, iu)
bode(sys, w = seq(0, 100, length = 10000), iu = 1)
bodeplot(sys)
bodeplot(sys, w)
bodeplot(sys, w, subtitle)
Usage
bode(sys, w, iu)
Arguments
sys |
LTI system of transfer-function, state-space and zero-pole classes |
w |
vector of range of frequencies at the response is computed in rad/sec |
iu |
number to specify an input for a MIMO state-space system. If the system has
3 inputs, then |
Details
bode
Compute the magnitude and phase of the frequency response of system sys
at given frequencies w
. When sys
is a transfer function, bode
computes the frequency response of the system using the signal
package.
bodeplot
plots the frequency response computed by bode
. For a MIMO state-space system,
bodeplot
uses selectsys
to obtain the bode response for each input-to-output pair and plot
them individually. This means that for a 2-input, 2-output system, bodeplot
obtains the response
for input 1 to output 1, input 1 to output 2, input 2 to output 1 and input 2 to output 2.
bodeplot
uses the subtitle
argument to allow a user assign the plot a sub-title
Value
A list is returned by calling bode
containing:
w
- frequencies
mag
- magnitude of the response
phase
- phase of the response
A plot is returned by calling bodeplot
See Also
Examples
bode(tf(100, c(1,6,100)))
bode(ssdata(tf(100, c(1,6,100))))
bode(tf(4, c(1,1)))
A <- rbind(c(-2, -1), c(1,0)); B <- rbind(1,0);
C <- cbind(0,1); D <- as.matrix(0);
bode(ss(A,B,C,D))
## MIMO plot
A1 <- rbind(c(0,1), c(-25,-4)); B1 <- rbind(c(1,1), c(0,1))
C1 <- rbind(c(1,0), c(0,1)); D1 <- rbind(c(0,0), c(0,0))
sys1 <- ss(A1,B1,C1,D1)
bodeplot(sys1)
# Use: par(mfrow = c(2,1)); bodeplot(selectsys(sys1,1,2)) to obtain the response for a subsystem
# of sys1 for input 1 and output 2 only
# RESET your plot layout using par(mfrow = c(1,1))