blank sheets of BODE paper and, using straight lineapproximations,hand draw the Gain and Phase (Bode) plots for thefollowing transfer functions.(s-10)S1003.(s+1)(s+100)Please draw the gain and phase plots usingBODE graphing. Please don't skip any steps. I donot understand how to solve with the negativesign in the numerator, please do explain that.

Calculate the gain of the system.

Answered: blank sheets of BODE paper and, using…

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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Ex. 1360. See Fig setH(1360). Given: G(s) = 1/(s+46). Find asymptotic (not actual): G1,G2,w1,Ph2,Ph3, Ph4,w2,w4, and mc where gains are in dB, frequencies are in rad/sec, and phases are in degrees. mc=Bode Plot type code. ans:9
Calculate the complex transfer function of the circuit. Write down expressions for the frequency response characteristic and phase response characteristics of the circuit
The circuit below; Find the transfer function (VO(s)/VI(s)). What kind of filter is the circuit? Please explain.Find the expression of the cutoff frequency of the filter.( need handwritten only ,otherwise downvote.)
Explain how the resonant frequencies, cut-off frequencies, bandwidth, andquality factor of series and parallel RLC circuits works.And how to determine the circuit conditions at the resonant and cut-off frequencies. (Answer in long paragraph form)
what are the magnitude and the phase angle of this transfer function?
You would like to design the lowpass filter above that has a frequency response shown by the Bode plot below. For a lowpass filter, the passband (the frequency range where signals are passed) is at low frequencies and the stop band (the frequency range where signals are attenuated) is at high frequencies. The corner frequency marks the transition between passband and stopband. If Rf= 5000Ω you will determine the values of R1 and C to complete the design. The design is done in steps. First, determine the corner frequency (or bandwidth) in rad/sec. Enter Wb in the box below. Enter the magnitude of the passband gain, KDC. Recall that a gain in dB is related to the linear gain by the formula KdB = 20log10|k|. Enter the value for R1 in ohms . Enter the value for C in μF.
Show that the series RL circuit also acts like a high-pass filter: 1. Derive an expression for the circuit’s transfer function.2. Use the result from (a) to determine an equation for the cutoff frequencyin the series RL circuit.3. Choose values for R and L that will yield a high-pass filter with a cutofffrequency of 15 kHz.
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.
In the following electrical circuit in the figure, R=2 Kohm, L=2 H and C=2 Microfarad are given.a- Obtain the transfer function ??(?)/??(?).b- Draw the bode diagram of the transfer function.c- Explain how the circuit will behave depending on the frequency.
Draw the Bode Amplitude and Phase diagrams of the transfer function above. please use the paper
Use semi-log graph paper and construct magnitude and phase Bode plots by hand for the transferfunction ?(?) =(200S)/(S+2)(S+10).
As part of a radio receiver, you are asked to design a simple bandpass filter using a series inductor, capacitor and resistor. The filter needs to pass a centre frequency of f0 = 1089 kHz with a bandwidth of 9 kHz. Do this by finding the capacitor and resistor values together with a 240 uH inductor that will give you the correct centre frequency and bandwidth. Also, calculate the quality factor Q for your filter. Sketch the filter circuit and show all your calculations.

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