ltitr — discrete time response (state space)
[X]=ltitr(A,B,U,[x0]) [xf,X]=ltitr(A,B,U,[x0])
real matrices of appropriate dimensions
real matrices
real vectors (default value=0 for x0
))
calculates the time response of the discrete time system
x[t+1] = Ax[t] + Bu[t].
The inputs ui
's are the columns of the U
matrix
U=[u0,u1,...,un];
x0
is the vector of initial state (default value : 0) ;
X
is the matrix of outputs (same number of columns as U
).
X=[x0,x1,x2,...,xn]
xf
is the vector of final state xf=X[n+1]