| Date | Lecture | Note |
| May 4, 2006, 1530-1700 | Introduction, Kinematics |
|
| May 11, 2006, 1530-1700 | Kinematics | |
| May 17, 2006, 1530-1700 | Robot Dynamics | |
| Robot Motion Control | ||
| Robot Motion Control—Passivity, Adaptive Control | ||
| ABB Robotics S4 Robotic Control System Software | ||
| Robot Trajectory
Planning |
||
| Robot Force Control | ||
| Robot Vision | ||
| Parallel Kinematic Manipulators | ||
| Robot Cooperative Control and Manipulation | ||
| Nonlinear Observers in Robotics |
Robot Modeling and Control
Abstract: Fundamental properties of motion and motion control such as kinematics and static stability are covered. Rigid body motion with screws and twists, homogenous coordinates, quaternions, Eulerian angles, roll-pitch-yaw reference frames. Kinematics of actuator space, joint space and Cartesian task space are treated using the Jacobian matrix and its singularities.
Abstract: d'Alembert principle, Euler-Lagrange equations, Newton-Euler dynamics, manipulator dynamics, Legendre transformation, Hamilton theory, Hamilton-Jacobi theory, Constrained motion, Optimal control.
Note: Active participation is required. A piece of independent work is required in order to receive credits.
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