Application of covering mappings to constrained dynamic systems and differential inclusions and for control
systems with mixed constraints, whose
dynamics are given by controlled ordinary differential
Constructing dynamical equations of constrained systemsConstructing
dynamical equations of
constrained systems can lead to the determining of the Lagrange
Numerical solution of constrained mechanical system motions equations and inverse problems of dynamics of the constraint perturbation equations. The
dynamical equations of a
system with programmed constraints are set up
On equations of the kinematics and dynamics of constrained mechanical systems of kinematics and
dynamics of mechanical
systems that are designed for numerical realization. We construct
Existence of local solutions in constrained dynamic systemsThe control
systems with mixed constraints are considered in this article. The sufficient
Dynamic Control of Constrained Systems and Inverse Problems of DynamicsThe control problem of
dynamic system, containing different physical elements, is solved
Constructing equations of constrained dynamical systemsConstructing
dynamical equations of
constrained systems can lead to the determining of the Lagrange
On the Equations of Kinematics and Dynamics of Constrained Mechanical SystemsThe method of constructing of kinematical and
dynamical equations of mechanical
systems, applied
Constrained Dynamics of Quasi - Binary LiquidDynamic constraints imposed on the lattice - gas model (as compared with the Ising model) have