A lowpass FIR filter has the following specifications: Passband = 0 -1,850 Hz Stopband = 2,150 – 4,000 Hz Stopband attenuation = 20 dB Passband ripple = 1 dB Sampling rate = 8,000 Hz %3D - %3D %3D a. Determine the FIR filter length and the cutoff frequency to be used in the design equation.
A lowpass FIR filter has the following specifications: Passband = 0 -1,850 Hz Stopband = 2,150 – 4,000 Hz Stopband attenuation = 20 dB Passband ripple = 1 dB Sampling rate = 8,000 Hz %3D - %3D %3D a. Determine the FIR filter length and the cutoff frequency to be used in the design equation.
Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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Example 3 H.W
X(n) i
Example
A lowpass FIR filter has the following specifications:
Passband = 0 – 1,850 Hz
2,150 – 4,000 Hz
= 20 dB
Stopband
%3D
Stopband attenuation
Passband ripple 1 dB
8,000 Hz
Sampling rate =
inds
a. Determine the FIR filter length and the cutoff frequency to be used in the
design equation.
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Transcribed Image Text:フtr
S such
Example 3 H.W
X(n) i
Example
A lowpass FIR filter has the following specifications:
Passband = 0 – 1,850 Hz
2,150 – 4,000 Hz
= 20 dB
Stopband
%3D
Stopband attenuation
Passband ripple 1 dB
8,000 Hz
Sampling rate =
inds
a. Determine the FIR filter length and the cutoff frequency to be used in the
design equation.
:-tr
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