Which statement best describes the key difference between an open-loop and a closed-loop system?
Think about whether the system checks its output to make adjustments.
Open-loop systems do not monitor their output and cannot correct errors automatically. Closed-loop systems use feedback from the output to adjust inputs and maintain desired performance.
Consider a Simulink model where a constant input signal passes through a gain block with gain 3, without any feedback. What is the output if the input is 5?
Input = 5; Gain = 3; Output = Gain * Input;
Multiply the input by the gain value.
The output is the input multiplied by the gain. Since there is no feedback, output = 3 * 5 = 15.
A closed-loop Simulink system uses a proportional controller with gain 2 and a feedback sensor measuring output. If the reference input is 10 and the system output initially is 6, what is the controller output after one iteration?
Reference = 10; Output = 6; Error = Reference - Output; ControllerGain = 2; ControllerOutput = ControllerGain * Error;
Calculate the error, then multiply by the controller gain.
Error = 10 - 6 = 4. Controller output = 2 * 4 = 8.
Given a Simulink block diagram with a summation block subtracting feedback from output and feeding into a controller block, which system type does this represent?
Look for feedback paths in the diagram.
The presence of a feedback loop where output is compared to input indicates a closed-loop system.
In a closed-loop Simulink system, a delay block is added in the feedback path. How does this delay affect the system's stability and response?
Consider how feedback timing affects control accuracy.
Delays in feedback slow the system's ability to correct errors quickly, which can cause oscillations or instability in the control loop.
