Subject description - AE3B33DRR

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AE3B33DRR Dynamics and Control of Robots
Roles:PO, V Extent of teaching:2P+2L
Department:13133 Language of teaching:EN
Guarantors:  Completion:Z,ZK
Lecturers:  Credits:6
Tutors:  Semester:Z


The subject undrestands the robot as a dynamical system. Its design, identification, control and programming will be introduced. The methods can be used for other electromechanic systems, e.g., production machines and manipulation devices.

Study targets:

The main goals of the study of subject are the student skills in the field of the dynamic analysis of robots, their design, identification and control. The knowledge from the control system theory will be applied to robot control problems. The knowledge from the identification, synthesis and calibration will be extended and applied to robotics.

Course outlines:

1. Basic methods of dynamical modeling - Newton-Euler equations.
2. Basic methods of dynamical modeling - principle of virtual work, Lagrange equations.
3. Special methods for dynamics in robotics - inverse dynamics problem, composite rigid body method, recursive methods.
4. Modeling of robot dynamics with flexible bodies - eigenfrequencies, eigenmodes, flexible multibody modeling.
5. Planning of robot motion, analysis of dynamic capabilities of robot on the trajectories.
6. Synthesis of kinematic and dynamic properties and structure of robots.
7. Kinematic calibration of robots.
8. Usage of dynamical model and inverse dynamics problem for robot control.
9. Basic methods of robot control - positioning control and force control, decentrilize and centralize control.
10. Model predictive control - basics of method.
11. Model predictive control of robots.
12. Comparison of basic control methods of robot and model predictive control.
13. Some special types of robots - parallel, parallel with redundant drives, robots with hierarchical structure of actuators.
14. Reserve.

Exercises outline:

1. Introduction, organization, safety of work. Exercise with
planar parallel manipulator, direct and inverse kinematics, force and torque in joints.
2. Construction of dynamic model of manipulator by Newton-Euler equations. Dynamic model for simulation.
3. Consultations, solving assignment 1.
4. Solution of robot inverse dynamic. Model for calculation of forces.
5. Consultations, solving assignment 2.
6. Modeling of robot dynamics with flexible bodies. Computation of deflections by direct integration.
7. Consultations, solving assignment 3.
8. Example of kinematic calibration of robot. Introduction of calibration parameters. Selection of calibration positions.
9. Consultations, solving assignment 4.
10. Basic methods of robot control. Connecting dynamic model with designing of controller. Method of computed torque.
11. Consultations, solving assignment 5.
12. Predictive control of simple robot. Simulation model of robot with predictive control.
13. Consultations, solving assignment 6.
14. Credits. Finishing of uncompleted assignments.


1. Pires, J.N. Industrial Robots Programming, Springer Berlin, 2006, 282 s.
2. Sciavicco, L., Siciliano, B., Modelling and Control of Robot Manipulators, Springer Berlin 2001.
3. Vidyasagar M., Spong M.W. Robot Dynamics and Control, Wiley 1989, 336 s.
4. More information on


The knowledge of basic methods of dynamic modeling of mechanical systems. The knowledge of the basic method of kinematical analysis of spatial mechanisms and especially robots (inverse kinematical problem, direct kinematical problem). The knowledge of basic methods of the control of systems.


robot dynamics, robot control, simulations in robotics

Subject is included into these academic programs:

Program Branch Role Recommended semester
BEKME1 Communication Technology V 5
BEKME5 Komunikace a elektronika V 5
BEKME_BO Common courses V 5
BEKME4 Network and Information Technology V 5
BEKME3 Applied Electronics V 5
BEKME2 Multimedia Technology V 5
BEEEM1 Applied Electrical Engineering V 5
BEEEM_BO Common courses V 5
BEEEM2 Electrical Engineering and Management V 5
BEKYR1 Robotics PO 5
BEOI1 Computer Systems V 5
BEOI_BO Common courses V 5
BEOI3 Software Systems V 5
BEOI2 Computer and Information Science V 5

Page updated 22.6.2021 19:54:31, semester: L/2021-2, L/2020-1, Z,L/2022-3, Z/2021-2, Send comments about the content to the Administrators of the Academic Programs Proposal and Realization: I. Halaška (K336), J. Novák (K336)