Please answer in typing format 8320738. The difference equation for a system is given byy[n] + 0.5y[n – 1] = x[n] – 0.5x[n – 1]The initial conditions are zero.Determine the transfer function and the impulse response.H(z) =h[n] =+6+68

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Answered: 832073 8. The difference equation for a…

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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From the figure, Solve it with loop. 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
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
L Exercise. You can write the DC motor angular velocity transfer function as s + bs +c (a) Suppose that a DC motor has constants g = 60, b = 2.3, and e = 11. Define the transfer function in MATLAB using the tf function. % write your code here (b) Is the system stable? You can plot the poles in the s-plane using the pzmap function. For example, to plot the poles of a transfer function G, use: pznap(G) % write your code here (c) What are the poles of the transfer function? You can use the pole function to compute the poles of a dynamic system in MATLAB. For example, to identify the poles of a transfer function R, use: pole(R) % write your code here
Parameters of the following transfer function is given as: k=5.1, a=3.5, b=3.4, and c=6, determine the Magnitude of steady-state response of the system to a step input H=6.5. (please keep four digits after decimal point) TF as+bs+c
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*For the unit step response shown in the figure below, find the transfer function.
From the given transfer function, find the rise time, peak time, settling time, percent overshoot, natural frequency and damping ratio. show these parameters in a graph.
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Please explain in detail. My answer for the first question is 15/2. I am more confused about how to do the graphing part and figure how long it will take to reach its final value. Thank you, I will like this.
Qan impulse response given by htt) = = = ( 1 ) * 8(t-4k) K=O input signal is x(t) = -t x rect/ its waveform find yet) : rect ( += 1:5)
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832073 8. The difference equation for a system is given by y[n] + 0.5y[n – 1] = x[n] – 0.5x[n – 1] The initial conditions are zero. Determine the transfer function and the impulse response. H(z) = h[n] = +6 +6 8