378 Chapter 5 APS.6 The block diagram model of an armature-current- controlled DC motor is shown in Figure AP5.6. (a) Determine the steady-state tracking error to a ramp input r(t)=1,120, in terms of K. K. and RG) FIGURE AP5.6 DC motor control. The Performance of Feedback Control Systems (b) Let K-10 and K-0.05, and select K so that steady-state tracking error is equal to 1. (c) Plot the response to a unit step input and a unit ramp input for 20 seconds. Are the responses acceptable? DC motor 2011 +0.01 K₂

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The Performance of Feedback Control Systems
(b) Let K-10 and K, 0.05, and select K so that
steady-state tracking error is equal to 1.
(c) Plot the response to a unit step input and a unit
ramp input for 20 seconds. Are the responses
acceptable?
DC motor
K
$+0.01
2011
K₂
378
Chapter 5
AP5.6 The block diagram model of an armature-current-
controlled DC motor is shown in Figure AP5.6.
(a) Determine the steady-state tracking error to a
ramp input r(t) = 1.120, in terms of K. K. and
Km-
RG₂)
FIGURE AP5.6
DC motor control.
Transcribed Image Text:The Performance of Feedback Control Systems (b) Let K-10 and K, 0.05, and select K so that steady-state tracking error is equal to 1. (c) Plot the response to a unit step input and a unit ramp input for 20 seconds. Are the responses acceptable? DC motor K $+0.01 2011 K₂ 378 Chapter 5 AP5.6 The block diagram model of an armature-current- controlled DC motor is shown in Figure AP5.6. (a) Determine the steady-state tracking error to a ramp input r(t) = 1.120, in terms of K. K. and Km- RG₂) FIGURE AP5.6 DC motor control.
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