Consider the design of a speed controlled DC motor, with proportional feedback control. The armature's applied voltage to current transfer function is given by: Ga (s)- The torque constant maybe assumed to be unity. The mechanical transfer function relating the torque input to motor speed output is, 1 0.05s +0.1 1 Ga (s) - 0.1s +1 It is required that the peak time be less than 0.5 seconds and the percent overshoot is less than 5%. An appropriate proportional feedback gain constant K that meets these requirements is given by:

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a. K=0.2775
b. K=0.2567
C.
K=0.2667
d. K=0.2955
e. K=0.2455
f.
K= 0.2855
Transcribed Image Text:a. K=0.2775 b. K=0.2567 C. K=0.2667 d. K=0.2955 e. K=0.2455 f. K= 0.2855
Consider the design of a speed controlled DC motor, with proportional feedback control. The armature's applied
voltage to current transfer function is given by:
Ga(s) =
1
0.05s +0.1
The torque constant maybe assumed to be unity. The mechanical transfer function relating the torque input to motor
speed output is,
Ga(s) =
1
0.1s +1
It is required that the peak time be less than 0.5 seconds and the percent overshoot is less than 5%. An appropriate
proportional feedback gain constant K that meets these requirements is given by:
Transcribed Image Text:Consider the design of a speed controlled DC motor, with proportional feedback control. The armature's applied voltage to current transfer function is given by: Ga(s) = 1 0.05s +0.1 The torque constant maybe assumed to be unity. The mechanical transfer function relating the torque input to motor speed output is, Ga(s) = 1 0.1s +1 It is required that the peak time be less than 0.5 seconds and the percent overshoot is less than 5%. An appropriate proportional feedback gain constant K that meets these requirements is given by:
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