Question: 2 Tp.u(s) T₁₂ (8) = 3²7 +35 This process is controlled by a P controller with gain Kc = 3. Sensor and actuator are ideal. The closed loop system is balanced and the static error is zero. a) What is the static error in equilibrium after applying a step of magnitude 1 to the desired value? explain. Draw the step response. b) What is the static error in equilibrium after applying a step of magnitude 1 to a interference input that intervenes between actuator and process (i.e. on uA(t))? explain. Draw the step response. c) What is the static error in equilibrium after applying a step of magnitude 1 to a interference input that intervenes immediately after the process (i.e. on z(t))? explain. Draw the step response.

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Question:
2
Tp. (S) = 32 +35
P,u
This process is controlled by a P controller with
gain Kc = 3. Sensor and actuator are
ideal.
The closed loop system is balanced and the static
error is zero.
a) What is the static error in equilibrium after
applying a step of magnitude 1 to the
desired value? explain. Draw the step response.
b) What is the static error in equilibrium after
applying a step of magnitude 1 to a
interference input that intervenes between
actuator and process (i.e. on uA(t))? explain. Draw
the step response.
c) What is the static error in equilibrium after
applying a step of magnitude 1 to a
interference input that intervenes immediately
after the process (i.e. on z(t))? explain. Draw the
step response.
Transcribed Image Text:Question: 2 Tp. (S) = 32 +35 P,u This process is controlled by a P controller with gain Kc = 3. Sensor and actuator are ideal. The closed loop system is balanced and the static error is zero. a) What is the static error in equilibrium after applying a step of magnitude 1 to the desired value? explain. Draw the step response. b) What is the static error in equilibrium after applying a step of magnitude 1 to a interference input that intervenes between actuator and process (i.e. on uA(t))? explain. Draw the step response. c) What is the static error in equilibrium after applying a step of magnitude 1 to a interference input that intervenes immediately after the process (i.e. on z(t))? explain. Draw the step response.
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