acker
Calculates the state feedback matrix of a completely controllable SISO system using Ackermann’s formula
Given the state-space system $$ \dot x = Ax + bu $$
and the desired eigenvalues of the closed loop in the vector p, the state feedback vector k is calculated in the form
$$ k = (k_1 k_2 ... k_n) $$
such that the closed loop system matrix
$$ A - b\,k $$
has the eigenvalues given in p.
See also: place
Source Code: acker