5. For the circuit shown below determine the following quantities:a. An expression for the transfer relationship H(jw) = Vo(jw) / Vs(jw).b. The maximum value of the transfer relationship.c. Identify the type of filter (i.e. low pass, high pass)d. Determine the cutoff frequency if R₁ = 10k ohms, R2 = 12k ohms and L=10H.(20 pts)+Vs ①R₁+LVoR2

Answered: Image /qna-images/answer/0c6056b7-186b-4f1e-8683-681323a543d2.jpg

Answered: 5. For the circuit shown below…

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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4.q6
Identify the reason for a nonsinusoidal signal being distorted when it passes through a filter. -The distortion occurs because harmonics are removed or rejected, leaving a different waveshape. -The distortion occurs because harmonics are synchronized, leaving a different waveshape. -The distortion occurs because the signal is modulated, leaving a different waveshape. -The distortion occurs because harmonics are added in the filter, leaving a different waveshape.
For the filter in the Figure shown: (a) What is the critical frequency? (b) Looking at the critical frequency formula, how would you increase the critical frequency value? (c) What is the voltage gain? (d) Looking at the voltage gain formula, how would you increase the gain?
Determine the voltage transfer function of the filter circuit shown below and classify the filter as LP, HP, BP or BS. Clearly explain your reasoning. R₁ R Vin A L voo out
1. For the circuit in the figure below, obtain the transfer function type of filter the circuit represents and determine the corner frequency. Take R₁ 100Ω, L 2mH. R₁ = R₂ = = rell L R₂ + Vo(w) Vi (w) vo(t) Identify the
1. A) B) Write the transfer function for the RC high-pass filter of Figure 2. First write it in terms of jw (or s) and then write it as its magnitude and phase angle. Determine and record below the cutoff frequencies of the circuit. wwwwww Sketch the straight line approximations of the frequency responses for the RC high-pass filter on Graph Av0.1 0 -10 -20 90° 60* 30° 0⁰ -30° -60° -90° e-2 sin (et) 0.1 0.2 (a) Voltage gain response 0,5 0.2 (b) Phase shift response 0.5 1 C = 0.47 uF R-330 ohms 2 ww 5 10 10 Vout 20 20 50 50 100 f (kHz) 100 (kHz)
Frequency (Hz) 100 200 500 1000 2000 5000 10000 20000 50000 100000 Magnitude Response 20log| Vout(jo)/Vin(jo)| Vout(jo)/Vin(jo)||
(c) Design a series RLC bandpass filter with cutoff frequencies fc₁ = 1 KHz, fcz = 20 KHz, using a 100 resistor. Draw the circuit and label all the components, including circuit values, including input and output. Also draw the magnitude and phase plots for the filter. Amplitude [dB] 50 40 30- Phase [°] 10 of- -10... -20... -30- -40- -50 0.1 180 135 90 C 45 of -45- -90 -135- -180 0.1 1 1 10 10 100 100 1000 1000 10,000 Freq. (Hz) 10,000 Freq. (Hz)
Calculate the Gain-Bandwidth Product using the values measured from the cursors below
PLEASE HELP
1. A) B) Write the transfer function for the RC high-pass filter of Figure 2. First write it in terms of jw (or s) and then write it as its magnitude and phase angle. Determine and record below the cutoff frequencies of the circuit. Sketch the straight line approximations of the frequency responses for the RC high-pass filter on Graph Avla 0.1 0 -20 -10 90° 60° 30° 0' -30° -60* -90* e=2 sin (cot) 0 0.2 (a) Voltage gain response 0.5 0.1 0.2 b.² (b) Phase shift response 1 1 R = 75 ohms 2 L=2.4 mH 5 Vout 10 20 10 20 50 50 100 f (kHz) 100 (kHz)

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