The Bode plot of the magnitude of a transfer function |H(w)|, is shown below. (a) Find and give the functional form of H(w) . (b) Construct the Bode plot of the phase ZH(w) of the transfer function. Has 60 dB 40 dB 40 dB/decade -20 dB/decade 20 dB 10 40 100 1000 wrad/s)

The Bode plot of the magnitude of a transfer function |H(w)|, is shown below. (a) Find and give the functional form of H(w) . (b) Construct the Bode plot of the phase ZH(w) of the transfer function. Has 60 dB 40 dB 40 dB/decade -20 dB/decade 20 dB 10 40 100 1000 wrad/s)

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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please do 2.2, 2.3, 2.4, and 2.5. Will give like!
Electrical Engineering will upvote . Need matlab knowledge these are the parts that need to be answered. ons: Calculate the cutoff points. Show a screenshot of your circuit. Are the calculated cutoffs being reflected on the theoretical Bode Plot? Include a screenshot of your codes and the theoretical Bode Plot with both cutoff points labelled. How well did the filter perform when processing the 10HZ and 15OHZ combined signal? Include a screenshot of the Scope. The transfer function for the band pass filter is given to you (equation 9). How was this derived? Show the steps starting from how you use the circuit to get the equations representing the circuit to how you solve the equations to get the final version. Given is that it is an RC Bandpass circuit with r1=10kohm, r2= 100kohm ,c1=1uf ,c2=0.001uf. the RC bandpass circuit proceeses 10hz and 150 hz combination. equation 9 needed for part 4 mentioned above is wC1 R Vw? (RCi+R1C2+R2C2)²+(1–w?C,C2R, R2)2 %3D
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a) Compute the transfer function T(w), the absolute value, and phase at resonant frequency. b) What kind of filter is this? Please answer in typing format please ASAP
a-) Transfer in the form of H(s) = Vout(s) / Vin(s) of the circuit given above Determine the zero and poles by obtaining the function of the energy storage elements. accept initial values b-) By using the transfer function you obtained in the previous option, Plot the approximate total amplitude response graph with the help of BODE curves. In these drawings the total amplitude response equations of the system, the amplitude of each component in these equations response graphs and the total graphs drawn should include frequency values.
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QUESTION 4 Create the magnitude and phase slope contribution from each pole and zero for the following transfer function; s+6 (8+3)(s²+4s+49) G(s) = Start you work by writing the standard form for a general second order equation in Bode plot and the normalized form for the given question. Show necessary calculations.
Solve it fast plz
3. Consider a causal continuous-time LTI system described by the transfer function below: 5 H(s) = 5 s+2 +10 (a) Sketch the Bode diagram of this system. Label the frequencies, magnitude, phase angles, and slopes wherever necessary. Magnitude (dB) Phase (deg) 50 0 -50 -100 45 -90 -135 -180 10-¹ 10⁰ Bode Diagram 10¹ Frequency (rac/s) 10² 10³ (b) For a sinusoidal input x (t) = 2 sin(2t + 45°), determine the steady-state response of the system.
answer no3 ....
2. Find the expression for the transfer function for the circuit in the form H(f)=(1+X)/(1+Y) where X and Y are in terms of R, C, R1 and f. How does the magnitude of the transfer function change with frequency? How does the phase angle change with frequency? Plot the magnitude and phase for the transfer function on a BODE plot for R=1000 S2, R1=1500 , and C=1 µF between 0.1 Hz
The emitter follower, shown in the figure below, is designed to provide a gain of 0.85 when biased with a collector current of 10 mA. Find th value of the load resistance Consider that V- = 26 mV Vin J" Vcc +9₁ VCE 110 Select one O a. 147 ΚΩ b. 1479 d. 1470 ERL E VEE None of these Vout