P4.7 A robot uses feedback to control the orientation of each joint axis. The load effect varies due to varying load objects and the extended position of the arm. The system will be deflected by the load carried in the gripper. Thus, the system may be represented by Figure P4.7 O, where the load torque is Ta (s) = D/s. Assume R(s) = 0 at the index position. (a) What is the effect of Ta(s) on Y(s)? (b) Determine the sensitivity of the closed loop to k2. (c) What is the steady-state error when R(s) = 1/s and T«(s) = 0? Load disturbance Ta(s) Controller R(s) Y(s) Desired k2 Actual k1 joint angle joint angle s(TS + 1) k3 + k4s Figure P4.7 Robot control system.

Elements Of Electromagnetics
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ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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P4.7 A robot uses feedback to control the orientation of each joint axis. The
load effect varies due to varying load objects and the extended position of the
arm. The system will be deflected by the load carried in the gripper. Thus, the
system may be represented by Figure P4.7 O, where the load torque is
Ta (s) = D/s. Assume R(s) = 0 at the index position. (a) What is the effect
of Ta(s) on Y(s)? (b) Determine the sensitivity of the closed loop to k2. (c)
What is the steady-state error when R (s) = 1/s and Ta(s) = 0?
Load disturbance
T (s)
R(s)
Controller
Y(s)
Desired
k2
Actual
k1
joint
angle
joint
angle
s(TS + 1)
kz + k4s
Figure P4.7 Robot control system.
Transcribed Image Text:P4.7 A robot uses feedback to control the orientation of each joint axis. The load effect varies due to varying load objects and the extended position of the arm. The system will be deflected by the load carried in the gripper. Thus, the system may be represented by Figure P4.7 O, where the load torque is Ta (s) = D/s. Assume R(s) = 0 at the index position. (a) What is the effect of Ta(s) on Y(s)? (b) Determine the sensitivity of the closed loop to k2. (c) What is the steady-state error when R (s) = 1/s and Ta(s) = 0? Load disturbance T (s) R(s) Controller Y(s) Desired k2 Actual k1 joint angle joint angle s(TS + 1) kz + k4s Figure P4.7 Robot control system.
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