Q4. A pulse signal s(t) is shown in the figure below.(a) Determine the pulse energy Es.(b) Sketch the impulse response h(t) of a filter matched to the pulse.(c) Determine and sketch the output of the matched filter versus time if s(f) is applied tothe filter input.Hint: Divide the interval of the filter output into two sub-intervals, T/2 < t < T, T< t< 3T/2and then find the convolution integral at each sub-interval.s (t)AT

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Answered: Q4. A pulse signal s(t) is shown in the…

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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Assume that you are given a prototype low-pass filter with the impulse response hip(n) = (0.5)"u(n) and you are asked to obtain a simple digital high-pass filter by translating this prototype low-pass filter in the frequency domain by a rads. a) Write the mathematical expression of hhP(n). b) By using MATLAB, Plot hµP(n) and hµp(n) (use stem() function to plot, use functions xlabel() and ylabel() to label the axes).
Complete the following expressions so that they are true. • The function of a filter is to pass signal components in [ Select] and reject components in [Select] ● range ● A typical application of a filter is to [Select] î a range. signal. signal of interest. Along with filtering a signal, an active filter is one that can be used to [Select] a
Ex. 590. Refer to Figure 590. R1=7 Ohms R2=1/3 Ohms and C=7 Fd. Find the transfer function V2(s)/V1(s) = A/(s^2+Bs+D). Answers: A,B,D. Active Low-Pass Butterworth Filter C C R1 + R1 v1 (t) v2 (t) R1 R2 Figure 590
A measurement to be used to measure the voltage numerically in electrical energy systemssystem, according to time expressionv= 311sin (314t) + 50sin (1570t + 20o) + 40sin (3454t + 30o) (V)A voltage sign is applied. The analog filter in this measuring systemIt is meant to pass the last component in the voltage expression, destroying the first and second component. First order RC filter will be designed for the above measurement system. Draw the circuit of the filter. Infer the transfer function.
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.)
The response of a Butterworth filter is required to fulfill the following specifications: f_{p} = 1000Hz fs = 5000 Hz, A_{p} = 2dB A_{s} = 40dB Determine the following (i) Minimum filter order required to satisfy these specifications (ii) The 3dB corner frequency for this filter (iii) The transfer function of the filter H(s) b. Synthesize the filter described in part (a) above by continued fraction expansion to give a lossless ladder network terminated at both ends with 600 resistor. Draw the circuit.
Problem 2 The input and the output voltages of a filter operating under sinusoidal steady-state conditions are observed on a scope. The peak amplitude of the input is 6 V, and the output is 20 V. The period of both signals is 6 ms. The input reaches a positive peak at t = 1 ms, and the output reaches its positive peak at t = 1.8 ms. Determine the frequency and the corresponding value of the transfer function. I
The transfer function of a first order RC high-pass filter is given below: Draw the circuit representing a RC first [1] order high-pass filter. Clearly show the input and output on the circuit. Proof that the half-power break-frequency of the filter can be described by the equation below (show all steps): fB= 1/2(pi)(R)(C)
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A Finite Impulse Response (FIR) filter is required with a phase response of zero, and a magnitude response as shown in the figure below. |H(0) K -0c (i) Why are truncation and time shifting operations required for implementation of an FIR filter?
Hello. I'm not sure how to get this practice problem going. Could you help? Thank you. Design 1st-order low-pass filters with cutoff frequency fc = 2 kHz and DC gain of 1 and 5. Inverted or not doesn’t matter. Use a 10 nF capacitor. (i) Draw the circuits, (ii) write the transfer functions and (iii) find the other component values. Don’t make it more complicated than it needs to be!
Learning Goal: To analyze and design a passive, first-order high-pass filter using a series RC circuit. An instrument needs to detect periodic signals of approximately 5000 Hz. The instrument operates in an environment with a lot of periodic noise ranging from a few to several hundred hertz. A high-pass RC filter can be built using available 4.0 μF capacitors; resistors of any necessary value are also available. Express your answer to three significant figures and include appropriate units. R = Submit Value Ω Part C - Measuring the effectiveness of the series RC high-pass filter To measure the effectiveness of the design, find the magnitude of the output voltage of the series RC high-pass filter for the given frequencies. Use an input voltage of 1 V. Express your answers, separated by commas, to three significant figures in units of volts. |Vout (60 Hz)|, |Vout (2800 Hz)|, |Vout (5000 Hz)| V, V, V

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