Which of the following statement is not correct about closed-loop control system?
Its design is simple and it is easy to manufacture
A closed-loop control system, also known as a feedback control system, is a system that uses the output of the system to influence the input. This is done through a feedback path, where the output is measured by a sensor and compared with a desired setpoint (reference input). The difference between the setpoint and the measured output (called the error signal) is then used by a controller to adjust the system's input, thereby reducing the error and bringing the output closer to the desired value. This continuous feedback mechanism makes closed-loop systems more accurate, stable, and robust compared to open-loop systems.
Let's analyze each statement provided regarding closed-loop control systems:
This statement is correct. Closed-loop control systems typically exhibit higher bandwidth compared to open-loop systems. High bandwidth means the system can respond effectively to a wider range of input frequencies and disturbances, allowing for quicker and more precise control over dynamic processes.
This statement is also correct. One of the primary advantages of closed-loop control systems is their ability to compensate for disturbances and variations in system parameters or external inputs. The feedback mechanism continuously monitors the output and makes adjustments, ensuring the system remains efficient and stable even when conditions are not ideal or constant. This robustness is a key benefit of feedback control.
This statement is not correct. In reality, the design and manufacturing of closed-loop control systems are generally more complex than those of open-loop systems. A closed-loop system requires additional components like sensors (to measure output), comparators (to generate error signals), and often more sophisticated controllers (to process the error and generate corrective actions). This complexity leads to higher design effort, increased manufacturing costs, and more intricate maintenance procedures. Therefore, claiming simplicity in design and manufacturing is incorrect.
This statement is generally correct in the context of the robustness offered by feedback. Because closed-loop control systems continuously monitor and adjust their output based on feedback, they are inherently less sensitive to internal parameter drifts or external disturbances. While initial calibration is necessary, the need for frequent or "periodic re-calibration" to maintain performance against variations is significantly reduced compared to open-loop systems which lack this self-correcting capability. The system's ability to correct errors on the fly reduces the reliance on precise parameter values and frequent manual adjustments.
Based on the analysis, the statement that is not correct about a closed-loop control system is that "Its design is simple and it is easy to manufacture." Closed-loop systems are known for their complexity due to the additional components and feedback pathways required for their operation.
The term control system means:
Which of the following is the transfer function of:
\(\frac{{dc\left( t \right)}}{{dt}} + 2c\left( t \right) = r\left( t \right)\)
Where, r(t) is the unit impulse signal