3. A first order system with a sinusoidal input is described by the following [2] differential equation dy -4- + 4y = sin(t). dt Assuming steady state what is the transfer function associated with the system? (a) -1 G(s) = - 4(s 1)(s2 + 1) (b) -1 G(s) = (4s-1) (c) -1 G(s) = 4(s + 1) (d) G(s) = -1 4(s1)

3. A first order system with a sinusoidal input is described by the following [2] differential equation dy -4- + 4y = sin(t). dt Assuming steady state what is the transfer function associated with the system? (a) -1 G(s) = - 4(s 1)(s2 + 1) (b) -1 G(s) = (4s-1) (c) -1 G(s) = 4(s + 1) (d) G(s) = -1 4(s1)

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...

See similar textbooks

Similar questions

please provide sketch!!!!! Please answer in typing format please ASAP for the like please
I need the answer as soon as possible
i need both parts a and b. but for part b as of righ now the bounds are not inf to inf? how would i change it to inf to inf to match and use parsevals for that? also please make sure to see that there are phase shifts in part a with both sinc functions. step by step solution is greatly appreciated
2.. The transfer functions G(s), H(s), F(s) in the block diagram have the following parameter values: If we have an additional block F(s), with a-18, b=11.5, c-20, d-21. The input r(t) is a unit step function. What the steady state value of the output, i.e. lim y(t)? Ans. 70 lim y(t)=91 = 0.5 x 9.28 759 F(3)= s+d YO R(s) G(s)= s+a b H(s)= s+b
Handwrite and step by step solutions
From the figure, a Obtain the transfer function Eo(s)/Ei(s). b Sketch the response of eo(t) due to a step change in ei(t) of 2 V. Hint: arbitrarily pick values for L, C, R1, R2 Solve it by loop and give right answer
b) Given a second order system with the following open loop transfer function where damping ratio, 3 = 0.404 and natural frequency, wn= 3. G(s) = s² + 23wns + Wn² i. Determine the steady state error to an appropriate input via a calculation method using the transfer function. Compare your answer with the steady state error from the exact frequency response for this system given in Figure Q4(b).
1) How you will convert sin function to cosine? List trigonometric any three properties associated with these functions. 2) Briefly describe application of impulse function and impulse train. 3) How you relate phase shift and time shift of a signal? 4) List the few important Matlab function names to simulate various waveforms.
Q3. Consider a system with the mathematical model given by the following differential equation. Find the transfer function of the system d²y dt + 10 + 5- + 2y = u(t). di? di
Hello. This is practice for my own study (nothing is for a grade, just practice). I am more interested in a clear & organized, efficient process/methods. Thanks you in advance.
Convert the following expression to Sum of Product(SOP) form and also into Standard SOP FORM:
Given the continuous-time, continuous-amplitude signal waveform x(1) -3 sample at discrete values of time and plot the discrete-time signal x[n]. Also, extract the even and odd parts of x[n]. Please show the complete and detailed solution. Thank you