a. Determine the inductor and capacitor values for a "pi" (n)configured constant-K, band-stop filter with cut-off frequencies of101.1 and 101.7 MHz and surge impedance 10 kQb. Sketch the equivalent "T" networkBandpass Design EquationsBandstop Design EquationsL₁ =Zo(f₂-f1)(f1-f2)ZoL₁ =πf1f2(f2-f1)Z0ZoL24nf1f2L₂ =4π(f₂-f1)f2-f1C14πf1f2Z01C₂ =π(f₂-f1)Z014(f2-f1)ZoC₂ =(f2-f1)πZofifz

Details solution is given below Explanation:Step 1:#i am including the matlab code :function…

Answered: a. Determine the inductor and capacitor…

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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For the filter: a) Determine type of filter and the cut-off frequency (Fc). Determine the peak voltage at the cut-off frequency (Fc). b) Find GAIN (Vo/Vi) at f = .1*Fc . Find GAIN (Vo/Vi) at f = 10*Fc . c) Determine the frequency at which GAIN = .4 (i.e., Vo = .4*Vi) . Draw the “Frequency Response Plot” in “Log-Log” format .
Generate a 2 KHz sinusoid with a Peak to Peak Voltage of 2V (+/- 1V), and generate a quantized signal when N=8 and N=16 levels. Calculate Signal to Quantization Noise Ratio (SQNR).
What is a bandpass filter? How is its bandwidth defined?
The function generator circuit in the EIA has been designed to generate a sinewave output voltage with an amplitude of 5 Vat a frequency of 1 kHz. The low-pass filter hasbeen designed to have a low-frequency gain of−1 and a cutoff frequency of 1.5 kHz. What arethe magnitudes of the undesired frequency components in the output waveform at frequencies of2, 3, and 5 kHz?
Q2- Explain by equations and block diagram the direct method demodulation in NBFM Q3- Write the formula of the phase modulation (PM) when Ac=25 , Fc=10® Hz, Kp= 20 . If an information signal m(t) = cos(212000t) + 10sin(2n2000t) Q4- Drive a formula for NBFM by using Bessel function Q5- If an information signal X(t) = cos(2n700t) + 10cos(25000t). Write the formula of the frequency modulation (FM) when Ac=20 , Fc=10® Hz, Kf= n2000 Q6-) If NBFM signal passes through a frequency multiplier. With B < 0.5 and fc=200kHz. Let fm ranges from 50OHZ to 15kHz, and let the maximum frequency deviation Afat the output be 75kHz. Find the required frequency multiplication n and the maximum allowed frequency deviation at the input. Q7- If an angle modulated signal S(t) = 10[cos(210®t) + 15sin(2n10³t)]
The frequency multiplier is a non linear device followed by a band pass filter, as in fiğure- Suppose that ideal Shown the non linear device is an square - law device with · input - output characeristics : e,(+) = a e?ct) I egc+) Non Linear device eol+) BPF YCt) Determine the output yct) if the input is an FM signal given by eilt) = A cos (Wet + B sinomt)
An RLC series circuit is connected to a 20 V variable frequency supply as shown in Figure 2. Determine the following: O,SAF 202 20mH 20V Figure 2 Resonant frequency in Hertz. (b) Q-factor (c) Lower and upper half power frequencies in Hertz. (d) Bandwidth in Hertz and radians per second. (a)
Sketch a phasor diagram showing Vin, Vout, Vr, Vc. What would be the phase shift for a dc input, and very high frequency input?
Q2) An integrated circuit piezoelectric accelerometer is used to obtain a sinusoidal vibration signal at 10 KHz with a random high and low frequency noise around the signal. Design a suitable cascaded bandpass filter to remove the unwanted signals given that the passband region is not less than 2 KHz. Also, sketch the magnitude and phase responses of the filter.
He (e tw) -27 27 The frequency-omplitude graph of discrete time low pass filter is given above. Based on this graph, find the time domain equivalent of a high-pass fiter in the time doman by inverse fourter transformartion.
Show that the circuit behaves as a bandpass filter.(Hint—find the transfer function for this circuit and show that it has thesame form as the transfer function for a bandpass filter. 1. Find the center frequency, bandwidth and gain for this bandpassfilter.2. Find the cutoff frequencies and the quality factor for this bandpassfilter.
Problem #1. The parameters for the circuit below are V₁=00, and VBE (on)= 0.7 V. www-H R$ Rc RL STEF RE V+=5 V V = -5 V Low-Frequency Analysis: Clearly draw the small signal low-frequency model (with the Hybrid-) and derive an equation for the break frequency (Hint: Find the Thevenin resistance seen by the capacitor).

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