In the paper a method of solving problems of optimal control of the motion of nonlinear dynamical systemswith respect to energy expenditure given a fixed time and fixed ends of the phase trajectory has been proposed. The method is based on the use of first integrals of the equations of free motion. The application of the method isillustrated by examples
Dealing with practical control systems, it is equally important to establish the controllability of ...
Problems of optimum control of ordinary dynamic systems without limitations on the state at finite m...
The measurement of the change in energy by a force from a dynamical action is central for study of m...
In the paper a method of solving problems of optimal control of the motion of nonlinear dynamical sy...
In a continuation of our previous investigations devoted to the question of using first integrals in...
In a continuation of our previous investigations devoted to the question of using first integrals in...
The problem of synthesizing optimal control of the motion of a non-linear unsteady system is conside...
The problem of synthesizing optimal control of the motion of a non-linear unsteady system is conside...
A method for constructing an optimal control of a linear system in a variational problem with fixed ...
A method for constructing an optimal control of a linear system in a variational problem with fixed ...
The mathematical statement of the problem of energy-optimal control for a bipedal locomotion system ...
A nonlinear control problem for a manipulation robot is considered. The solvability conditions for t...
The mathematical statement of the problem of energy-optimal control for a bipedal locomotion system ...
The paper considers methods for solving the variational problem of implementing control that stabili...
A semi-analytical direct optimal control solution for strongly excited and dissipative Hamiltonian s...
Dealing with practical control systems, it is equally important to establish the controllability of ...
Problems of optimum control of ordinary dynamic systems without limitations on the state at finite m...
The measurement of the change in energy by a force from a dynamical action is central for study of m...
In the paper a method of solving problems of optimal control of the motion of nonlinear dynamical sy...
In a continuation of our previous investigations devoted to the question of using first integrals in...
In a continuation of our previous investigations devoted to the question of using first integrals in...
The problem of synthesizing optimal control of the motion of a non-linear unsteady system is conside...
The problem of synthesizing optimal control of the motion of a non-linear unsteady system is conside...
A method for constructing an optimal control of a linear system in a variational problem with fixed ...
A method for constructing an optimal control of a linear system in a variational problem with fixed ...
The mathematical statement of the problem of energy-optimal control for a bipedal locomotion system ...
A nonlinear control problem for a manipulation robot is considered. The solvability conditions for t...
The mathematical statement of the problem of energy-optimal control for a bipedal locomotion system ...
The paper considers methods for solving the variational problem of implementing control that stabili...
A semi-analytical direct optimal control solution for strongly excited and dissipative Hamiltonian s...
Dealing with practical control systems, it is equally important to establish the controllability of ...
Problems of optimum control of ordinary dynamic systems without limitations on the state at finite m...
The measurement of the change in energy by a force from a dynamical action is central for study of m...