We consider an optimization problem related to semi-active damping of vibrating systems.
The main problem is to determine the best damping matrix able to minimize influence of the …

We consider linear vibrational systems described by a system of second‐order differential
equations of the form, where M and K are positive definite matrices, representing mass and …

We consider the problem of determining an optimal semi‐active damping of vibrating
systems. For this damping optimization we use a minimization criterion based on the …

We consider a vibrational system control problem over a finite time horizon. The
performance measure of the system is taken to be a-mixed norm which generalizes the …

We consider new performance measures for vibrational systems based on the H2 norm of
linear time invariant systems. New measures will be used as an optimization criterion for the …

We consider the reduction of parametric families of linear dynamical systems having an
affine parameter dependence that allow for low-rank variation in the state matrix. Usual …

This paper considers optimal parameters for modal dampingin mechanical systems
described by the equation Mx¨+ Dx˙+ Kx= 0, where matrices M and K are mass and stiffness …

An Efficient Approximation of Optimal Damping in Mechanical Systems Page 1 An Efficient
Approximation of Optimal Damping in Mechanical Systems Coauthors: Ivica Nakic and Maja …

We consider a mechanical system excited by external force. Model of such a system is
described by the system of ordinary differential equations: M x¨(t)+ D x ̇ (t)+ Kx (t)= f ˆ (t) …

In this work we consider the problem of semi‐active damping optimization of mechanical
systems with fixed damper positions. Our goal is to compute a damping that is locally optimal …