Ri L R2 i,- i, L, V, nsider the electrical system shown previously with the applied voltage V, as the input and V2 as the output. uming R;=1 2.R3=10 SN. L;=2 H, Lz=10 H, and C=39 F. First, write the loop and node equations then find the transfer ction (TF) of the system in the form: V(s) F(s) = V:(s)¯ b4sª + b3s³ + b2s² + b¡s + bo ,What is the order of this system (SO)? a,s + ao ally, fillin the following blanks by the values of aj, b, and the system order (SO). otes: 1) Based on the order of the system (SO), the coefficient of the higher part of the characteristic equation (denominator) should be 1 (Ex for SO = 4: s* + 4s³ + 2s² + 5s + 3, Ex for SO = 3: s³ + 2s² + 5s + 3, Ex for SO = 2: s² + 3s + 4 ). 1) You should fill the blanks with numbers only and with one decimal at max as EX: 12.1 2) The error is not cumulative and if you don't know any answer, just fill it with any random

Ri L R2 i,- i, L, V, nsider the electrical system shown previously with the applied voltage V, as the input and V2 as the output. uming R;=1 2.R3=10 SN. L;=2 H, Lz=10 H, and C=39 F. First, write the loop and node equations then find the transfer ction (TF) of the system in the form: V(s) F(s) = V:(s)¯ b4sª + b3s³ + b2s² + b¡s + bo ,What is the order of this system (SO)? a,s + ao ally, fillin the following blanks by the values of aj, b, and the system order (SO). otes: 1) Based on the order of the system (SO), the coefficient of the higher part of the characteristic equation (denominator) should be 1 (Ex for SO = 4: s* + 4s³ + 2s² + 5s + 3, Ex for SO = 3: s³ + 2s² + 5s + 3, Ex for SO = 2: s² + 3s + 4 ). 1) You should fill the blanks with numbers only and with one decimal at max as EX: 12.1 2) The error is not cumulative and if you don't know any answer, just fill it with any random

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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I. From the given block diagram below, find the following: a) the total output of the system. b) the error ratio due to R₂. c) the differential equation due to R₁. d) the characteristic equation of the system. s + 1 R₁ + + R3 35² 4 2s - 1 + - 1/s s - 1 1/s² R₂ 2/s
The inputs are Is1 and Is2 currents, the outputs are VC1 and VC2 voltages. C2 C1 HH + VC2 + VCi iL1 L1 + Is1(1) vs1 R1 R2 (1)Is2 VR1 VR2 Find the state space representation of the system as the state variables are Vca+Vc2+lL1,Vc1-Vcz2+lu,Vc1-Vcz-lu.
5. Find the Vout for the circuit shown below. R1 R2 10kohm 2kohm U1 V1 R3 15V 4kohm OPAMP 3T_VIRTUAL R4 V3 Vout V2 Skohm 4V 8V
solve for the dc quantities, VB(Q1), and VB(Q2)
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i dont understand this? what is virtual ground concept? and on what basis did you put va and vb in those locations? why are ia and ib=0? how did u get the equations for I2 AND I3? why is va=vs? can you redo this while explaning the method to solving them? thank you.
Model the dynamic behavior of this circuit for loop 1 (obtain differential equation) R₁ W 1 möm R₂ i, 2 លីន
Solve this also. UPVOTE WILL BE GIVEN!
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