Q.3The switches in Figure Q.3 have been closed for a long time. At t=0 s, the switchis opened(a) Find the initial values i, (0), v (0), di, (0¹) dv (0¹)dt(b)Determine the type of response of the circuit for t 20.(c) Obtain the expression of ve(1) in terms of 4, and 42, for 120. [ DO NOT SOLVE Aand A₂].(d) Sketch the response of ve(t) (showing initial and final values and the type ofresponse).10 V1=0s15 (2wwwsam100 mHvonFigure Q.35 mF (1)

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Answered: Q.3 The switches in Figure Q.3 have…

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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Hello. I am working through some practice and I wanted to get some help going through this problem. I am working through with just the formulas through the integration rather than acutal numbers and values. Thank you for your time and effort.
Q1: For the first order system shown in figure (1) (A) Draw the output response, when the input is unit ramp function. (B) Determine the error (r(t)-c(t)) after4.5 and 22second, when r(t) is unit ramp function. R(s) + 0.5 C(s) 1.5 s Figure (1)
(b) Figure Q1(b) shows the step response for a second-order system. Find its peak time and percentage of overshoot. Hence, obtain its transfer function. 1.6 1.4 1.2 1.0 0.8 0.6 0.4 0.2 0.0 0. 6 10 12 14 16 18 20 22 24 Time (s) Figure Q1(b) Response
STEADY STATE RESPONSE( NEED NEAT HANDWRITTEN SOLUTION ONLY OTHERWISE DOWNVOTE).
This is about RC Forced Response Circuit. Help please I want to double check my answer. a.) Determine the circuit's time constant for t > 0 in ms. b.) Value of vc(∞) and vc at t = 0.0013. c.) How much time will have to elapse after the switching event for vc to get to within 1% of its final value? Answer should be in terms of the number of time constant. d.)Determine the value of capacitance(uF) such that the voltage vc reached the final value in half the original time.
The following plot is a step response of a sixth order system. 1. Find the time domain specifications i.e. Tp. Tri. T. and P.O. 2. Find a second order system whose response matches the given response in the following sense a. The percentage overshoot and rise time b. The peak time and settling time c. The rise time and settling time You have to find three systems Aroude 1 14 13) 12 UP E ON ST 06 0.5 DA 03 63 DI 0 6 A W . -CA P.O.= e √1-2 Ts= 4 ζωη Satisfying 2% criteria 10 Control Systems Homework Problem 3 100 M 16 18 20 Step Response for 24 21 20 30 The P.O. -In (100) √²+In² (²00) Tr Tp 2.16+0.60 On 0.3<≤0.8 Onv T 1-32 and 10% to 90% value
my question is for the correct follow up answer and not explanation and NOT THE ORIGINAL ANSWER. first of all why is vab(0-)=2ix shouldn't it be 3ix? where did the relation vc(0-)=vc(0+)=vab(0-)-3ix come from? can you elaborate on that? and when t=0 can we always consider a voltage source of 1v? or is it case specific can you explain that? and in t infinity where did u get the equation vc(t)= vc(inf) + vc(0).... from? i dont understand how we reached that relation? same thing for ic(t) and once again how is vAB(t)= vc(t)+3ix? please answer each question individually as i really need to understand the problem and needless to say i will give a thumbs up if answer is good. PLEASE ANSWER PROPERLY AND BASED ON THE GIVEN SOLUTION IN THE FOLLOW UP.
The following plot is a step response of a sixth order system. 1. Find the time domain specifications i.e. Tp. Tri. T. and P.O. 2. Find a second order system whose response matches the given response in the following sense a. The percentage overshoot and rise time b. The peak time and settling time c. The rise time and settling time You have to find three systems spred 13) "1 1 aut ON 071 0.3) DA 63) 61 6 2 B Control Systems Homework Problem 3 . 10 12 14 P.O. = e √1-² 100 4 Ts= Con Satisfying 2% criteria 10 18 20 Step Response for 24 The -In (100) 7²+In²(0) Tr 20 P.O. 100 Tp= 2.16+0.60 On 0.3≤ ≤0.8 @n 7 100 1-2 and 10% to 90% value
502 Q.16: For the circuit shown beside, the switch has been in position "1" for a long time and then at t=0 the switch is moved to position FOX 50µF- i(t) :50μ F 502 "2". Find the current "i" at t20? 50V (Ans.: -0.667e 300t A) 500µ F: 50V
Report Requirements: 1. Write two -files to do the following for the system shown in the figure: K(2 - 4s + 20) (s + 2)(s + 4) R(s) C(s) a. Sketch the root locus, then from the root locus, find FOUR values of gains as follow: i. K that makes system response Overdamped. ii. K that makes system response Critical damped. iii. K that makes system response under damped (-0.707). iv. K that makes system marginally stable. b. By using values of gains found in (i, ii, iii), plot the step responses of the systems together. c. Complete the following table: % OS Tp Tr Ts wn a Overdamped Critical-damped Under damped Un damped 2- Find value of k required for the following system to meet the following requirements: Tr<0.2 second, Ts <3 seconds. R(s) + K(s? - 4s + 20) C(s) (s + 2)(s + 4) 4
QUESTION 4 Consider a linear circuit having input voltage Vin (t) and a corresponding output voltage Vout (t). Which of the following statements concerning time varying input and output is certainly true: a) When the input is exponential Vin(t) = e³₁t with some value $₁, the output must also be exponential Vout(t) = Aes2t with S₂ and s₁ being different in general. b) When the input is exponential Vin(t) = es₁t with exponential constant S₁, the output must also be exponential Vout (t) = = AeS₁t only if s₁is a real number, while A could be either real or complex number. c) When the input is exponential Vin(t) = es₁t with some exponential constant S₁, the output must also be exponential Vout (t) = AeS₁t, where both s₁ and A can be real or complex numbers d) None of the above a)
question : a) What circuit analysis technique must be used tofind the steady-state expression for io (t) ?b) Find the steady-state expression for io(t)

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