8.29. Given a fourth-order filter transfer function,0.3430z² +0.6859z+0.3430H(z)22+0.7075z+0.73130.4371z2 +0.8742z+0.437122-0.1316z+0.1733a. realize the digital filter using the cascade (series) form via second-order sections usingdirect-form II;b. determine the difference equations for implementation.

Answered: Image /qna-images/answer/0d0aa0d6-9615-45ee-8782-5b38893e2bc7.jpg

Answered: 8.29. Given a fourth-order filter…

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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Similar questions

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.
Suppose we have a first-order lowpass filter that is operating in sinusoidal steady-state conditions at a frequency of 5 kHz. Using an oscilloscope, we observe that the positive-going zero crossing of the output is delayed by compared with that of the input. Determine the break frequency of the filter.
Name four types of ideal filters and sketch their transfer functions.
Discuss the effect of increasing the order of the filter on the frequency response of the filter.
Q6 Test the operation process of the Filter illustrate down and cutoff frequency if the data of passive elements given as R-100 32, C- 2uF. A Capacitor C {} Resistor R Vat
Question 4 Consider the following RL filter: L1 V1 ac 1 out .ac dec 10 1 100000 R1 6.28k Find the cut-off or cut-in frequency. What kind of filter is this circuit? Low-pass? High-pass. Describe the frequency response in terms of gain before or after the cut-off or cut-in frequency and how steeply the frequency response curves goes down or up after or before the cut-off or cut-in frequency. Express the "steepness" in dB/decade. You may use LTspice to find these values.
We apply a 5-V-rms 20-kHz sinusoid to the input of a first-order RC lowpass filter, and the output voltage in steady state is 0.5 V rms. Predict the steady-state rms output voltage after the frequency of the input signal is raised to 150 kHz and the amplitude remains constant.
Each AM radio signal has components ranging from 10 kHz below its carrier frequency to 10 kHz above its carrier frequency. Various radio stations in a given geographical region are assigned different carrier frequencies so that the frequency ranges of the signals do not overlap. Suppose that a certain AM radio transmitter has a carrier frequency of 980 kHz. What type of filter should be used if we want the filter to pass the components from this transmitter and reject the components of all other transmitters? What are the best values for the cutoff frequencies?
Answer the following wuth illustration and solutions. 1.) A second-order band pass filter is to be constructed using RC components that will only allow a range of frequencies to pass above 500Hz and below 1.5kHz. Assuming that both the resistor have values of 1kohms, calculate the values of the two capacitors required. Find also the center frequency of the two frequencies. This is the example/guide that might help.
Design a 2nd order band reject filter having high cutoff frequency of 100HZ and low cut-off frequency IkHz respectively. Plot the frequency response of this filter. Report band pass gain for the filter.
Explain what we mean when we say that two filters are cascaded.
1. a. What is the filter type? b. cuttoff frequency c.cuttoff voltage d. find Zt

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