- 2071 Chaitra · 4 marks
General block diagram of a control system
Short answer
A general closed-loop system has reference input, summing point for error e=r-b, controller/actuator producing manipulated variable u, plant yielding output c, and feedback sensor H. The closed-loop transfer function is C/R = G/(1+GH).
Construct a general block diagram of a control system showing the different blocks, variables and hence briefly point out their meaning.
A general (closed-loop) control system is shown below with its main blocks and signals.
disturbance d
|
v +-------+ r + e +-------+ u v +-------+ c
-->|Ref. |--->(Σ)---->|Contr- |--->+->| Plant |--+-->
|input | ^ - |oller +| | | |
|element| | |actua- | +-------+ |
+-------+ | b |tor | |
| +-------+ |
+------[Feedback element H]<------+
Blocks
- Reference input element: converts the command (e.g. a knob setting) into a reference signal of the same kind as the feedback.
- Summing point (error detector): forms .
- Controller (with actuator): converts the error into the manipulated variable (P, PI, PID action; motor, valve, amplifier).
- Plant / process: the system to be controlled.
- Feedback element (sensor): measures and gives .
Variables
| Symbol | Name | Meaning |
|---|---|---|
| command input | desired value set by the user | |
| reference input | command in signal form | |
| feedback signal | measured output | |
| actuating (error) signal | ||
| manipulated variable | action applied to plant | |
| disturbance | unwanted input | |
| controlled variable | actual output |
The relation is .
✓ Answer checked by Claude Opus 5.5 (high effort)
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