1. Design a low pass Butterworth filter using (a) Impulse Invariance Transformation (IIT) (b) Bilinear Transformation (BLT). The specifications are given below. Pass band edge frequency = 1000Hz; Stop band edge frequency = 2000Hz Minimum stop band attenuation = 30 dB; Maximum pass band attenuation = 0.5 dB Sampling Frequency = 8000Hz Plot the magnitude spectrum and phase spectrum.
1. Design a low pass Butterworth filter using (a) Impulse Invariance Transformation (IIT) (b) Bilinear Transformation (BLT). The specifications are given below. Pass band edge frequency = 1000Hz; Stop band edge frequency = 2000Hz Minimum stop band attenuation = 30 dB; Maximum pass band attenuation = 0.5 dB Sampling Frequency = 8000Hz Plot the magnitude spectrum and phase spectrum.
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![1. Design a low pass Butterworth filter using
(a) Impulse Invariance Transformation (IIT)
(b) Bilinear Transformation (BLT).
The specifications are given below.
Pass band edge frequency = 1000Hz;
Minimum stop band attenuation = 30 dB;
Sampling Frequency = 8000Hz
Plot the magnitude spectrum and phase spectrum.
Stop band edge frequency = 2000Hz
Maximum pass band attenuation = 0.5 dB](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fba6cf049-848a-4706-8a75-e9a55d1147b0%2F79de4b02-cc49-4e0d-b456-15979ddb5210%2Fddb2tt_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1. Design a low pass Butterworth filter using
(a) Impulse Invariance Transformation (IIT)
(b) Bilinear Transformation (BLT).
The specifications are given below.
Pass band edge frequency = 1000Hz;
Minimum stop band attenuation = 30 dB;
Sampling Frequency = 8000Hz
Plot the magnitude spectrum and phase spectrum.
Stop band edge frequency = 2000Hz
Maximum pass band attenuation = 0.5 dB
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