Matrix eigenvalue spectrum assignment for linear control systems by static output feedback

摘要: Abstract For a linear time-invariant control system defined by differential equation of the n-th order with multidimensional state, input and output, we set study problem arbitrary matrix eigenvalue spectrum assignment static output feedback. We obtain controllability-like rank conditions that are necessary sufficient for It is proved that, in particular cases, when has block scalar coefficients, these can be relaxed. The obtained results generalize known corresponding state feedback case one-dimensional equation. Examples presented to illustrate results.