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Control systems in robotics serve as the essential link between intended motions and physical actions, addressing complexities such as uncertainties and variable dynamics. This chapter covers a variety of advanced control strategies including PID enhancement, adaptive control, robust control, optimal control, nonlinear control, and specialized methods for underactuated and nonholonomic systems. The application of these techniques is crucial in achieving desired robotic behaviors across various advanced robotic systems.
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Term: PID Control
Definition: A control methodology integrating Proportional, Integral, and Derivative components to minimize error in a system.
Term: Adaptive Control
Definition: A control strategy that adjusts parameters in real-time to accommodate varying dynamics of the system.
Term: Robust Control
Definition: A method that guarantees system performance under uncertainty and disturbances.
Term: Optimal Control
Definition: A control approach that seeks to minimize a specific cost function while satisfying system constraints.
Term: Feedback Linearization
Definition: A technique that transforms nonlinear dynamics into linear dynamics through coordinate transformation.
Term: Impedance Control
Definition: Control that manages the interaction forces between a robot and its environment by modeling the robot as a mass-spring-damper.
Term: Underactuated Systems
Definition: Systems with fewer actuation inputs than degrees of freedom, requiring control strategies that exploit their natural dynamics.
Term: Nonholonomic Systems
Definition: Systems constrained by non-integrable velocity states, often requiring unique planning and control strategies.