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Control Systems Engineering operates by designing systems that control dynamic processes to ensure desired output despite fluctuations. Key components include inputs, controllers, processes, feedback, actuators, and outputs, which together shape the system's behavior. The distinction between open-loop and closed-loop systems demonstrates the importance of feedback, while transfer functions offer a mathematical approach to analyze system dynamics and stability. Ultimately, performance criteria guide the development of effective control strategies such as PID and state-space control.
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Term: OpenLoop Control Systems
Definition: Systems where the control action is independent of the output, lacking feedback.
Term: ClosedLoop Control Systems
Definition: Systems that monitor outputs and adjust inputs based on feedback to minimize errors.
Term: Feedback
Definition: The process of comparing actual output with desired setpoints to make necessary adjustments.
Term: Transfer Function
Definition: A mathematical representation that relates the input and output of a control system in the Laplace domain.
Term: Stability
Definition: The ability of a control system to maintain performance without oscillation or divergence.
Term: PID Control
Definition: A control strategy that includes Proportional, Integral, and Derivative components to optimize performance.