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Construction of Equations of Dynamics of a Given Structure Based on Equations of Program Constraints stabilization of the constraints. We determine the dissipative function from the equations of constraint

Hybrid evolutionary algorithm for synthesized optimal control problem for group of interacting robots certain point. Then we look for coordinates of the stabilization points using the hybrid algorithm. Points

The solution of structural class optimization problems. Part 2: Numerical examples-shaped bar width outline and the stability constraints or restriction to the value of the first natural

About the solution of a structural class optimization problems. Part 1: Formulation of theoretical foundations problems of the solution procedure of the I-shaped bar width and the stability constraints or restriction to the value of the first natural

Control of the dynamics of systems with program constraints the constraint equations. The stabilization of constraints is ensured by additional forces, which are determined

Program Constraints and Ensuring Stability of Movement of the Electromechanical Manipulator of ensuring conditions of the asymptotic stability software movement mechanical and electromechanical systems

Dynamic Control of Compound Structure with Links of Variable Length of a skier-snowboarder using control based on the constraint stabilization method is considered.

SYNTHESIS OF CONTROL FOR GROUP OF AUTONOMOUS ROBOTS WITH PHASE CONSTRAINTS BY MULTI-LAYER NETWORK OPERATOR WITH PRIORITIES the robot and its end position. Since there are phase constraints, ordinary stabilization of robots cannot

Adaptive fault-tolerant attitude control on SO(3) under multiple attitude constraints and finite sequential actuator faults that ensures stability and effectiveness in dealing with aforementioned constraints and faults. Simulation

Assessment of the Proximity of Design to Minimum Material Capacity Solution of Problem of Optimization of the Flange Width of I-Shaped Cross-Section Rods with Allowance for Stability Constraints or Constraints for the Value of the First Natural Frequency and Strength Requirements with stability constraints or the constraints for the value of the first natural frequency. Corresponding

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