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Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN: 9780133923605
Author: Robert L. Boylestad
Publisher: PEARSON
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Question
![The overall transfer function of the following signal flow graph is
(G1G2/(1+G1G2 H1- G2 H2)
نقطة واحدة
H,
G2
R>
True
False](https://content.bartleby.com/qna-images/question/c3a9e12c-f03c-400a-b847-3f3107bb1aa5/236fc998-e28f-456a-9903-f31132df87c4/00wn0h_thumbnail.jpeg)
Transcribed Image Text:The overall transfer function of the following signal flow graph is
(G1G2/(1+G1G2 H1- G2 H2)
نقطة واحدة
H,
G2
R>
True
False
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- control theoryarrow_forwardQ2-A: What is the value of N₁? A) 0.0298 B) 1.2320 C) 0.0885 D) 9.0065 C = [0 1] D= [0 0] The state-space representation of a system is given above. Find the transfer function of the given syste Q2-B: What is the value of D₁? A) 0.0032 B) 3.2352 C) 21.3424 D) 0.1828 A = 10 Q2-C: What is the value of D₂? A) 7.9832 B) 0.2578 -2.4048 10.83333 -2.2381 C) 0.8627 D) 1.2389 2.2381] B =[-1117 0.5714] G₂ = O N₁ D₂s² + D₂s +1arrow_forwardConsider the block diagram shown in Figure 1 G(s) R(s) + E(s) C(s) K s-1 + Figure 1: Block Diagram for Problem 1. 1.3 Assume that the signal labeled A(s) is known. Find C(s). 1.4 Assume that G(s) = Kf > 0. What is the effect of Kf on %3D the stability of the overall closed-loop system? What about its effect on the steady state value of C? Explain why the extra branch might have been put in the loop (hint: think about the effect of multiplying a signal A(s) times s.) +arrow_forward
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