Q3s- A digital Rilter has a trans fer Runction 1-0.25 E Determine. H(z)= \+ o15k Z a) the location inthz-domain of the filter's poles and Zeros. b) For what value s of K 4he filter is sable.. 9 The amplitude response of the filter at the frequency equal to one thired of the sampling fregueney for the Case where K|•

Q3s- A digital Rilter has a trans fer Runction 1-0.25 E Determine. H(z)= \+ o15k Z a) the location inthz-domain of the filter's poles and Zeros. b) For what value s of K 4he filter is sable.. 9 The amplitude response of the filter at the frequency equal to one thired of the sampling fregueney for the Case where K|•

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...

See similar textbooks

Similar questions

Determine the transfer function from Uin to Uut! b) Set up amplitude and phase function! c) Assume that we connect 10V (DC) as input voltage at time t-0. How much voltage is then above C2 after a long time?
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.
You need an active lowpass filter that has a cutoff frequency of 500 Hz. If the stopband is defined as being -20dB from the passband, and you need this value to be reached at 600 Hz, please show three different filter options, and comment on their frequency and time domain characteristics. ..
Design a sample rate converter that reduces the sampling rate by a factor 2/5. Spec- ify your converter with a block diagram that connects one each of an upsampler, a downsampler, and a filter. ↑I D H (2) Also show a plot of the magnitude response for H(2), and draw a polyphase imple- mentation of your converter having all filtering operations taking place in the portion where the sampling rate is the lowest.
If the signal to be analyzed is an analog signal, then we pass the signal to an antialiasing filter where B is the bandwidth of the filtered signal. What sampling frequency (Fs) should be used to make this signal discrete/digital?
a)Draw a general graph showing its gain verses frequency with gain in dB vs log of frequency and indicate the cut-off Frequency. b) Draw a simple, single resistor, single capacitor high pass filter. What is the formula for the cut-off frequency for this filter? c) Draw a graph of its gain verses frequency and label its cut-off frequency.
Design a single pole low pass filter with a gain of 10 in the passband and a 3dB frequency of 5kHz. The minimum resistance in the passband for this filter is to be of 10k-ohms. What is the value of C in nF and in two decimal places only.?
An ideal bandpass filter has cutoff frequencies of 9 and 11 kHz and a gain magnitude of two in the passband. Sketch the transfer-function magnitude to scale versus frequency. Repeat for an ideal band-reject filter.
A Delta Modulator is designed to operate at 4 times the Nyquist rate for a signal with a bandwidth of 4 KHz and the step size=200 mv, find a- maximum amplitude of 2 KHz input sinusoidal where DM does not show slope overload. b- SNR for the * signal
Briefly -Discuss the effect of increasing the order of the filter on the frequency response of the filter.
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 .
What is a notch filter? What is one application?