Osing Mathemahca: • Make a numerical simulation of a super heterudyne EM radio receiver operating in the region 87.5-108.0 Make 4 radio stations with either pure tones or other signals similar to music- Use Butterworth Filter of Ist, 3rd, 5th order. Without signal interference determine the closest frequency space one can MHZ 2chieve. • Record on Methemahica spectrom with a example curve for the 6lter functions. Record a plot of the received signal for each of channels with the minimum achievabe + Plots of frequendy frequency is undistorted separation between them. Show the cham

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
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Using
Mathemahica:
• Make a numerical simulation of
a super heterodyne
EM radio receiver operating in the region 87.5-108.0
MHZ
Make 4 radio stations with either pure tones or other
signals similar to music- Use Butterworth Filter of
Ist, 3rd, 5th order. Without signal interference
determine the closest frequency space one can
2chieve
• Record on Methemahica
+ Plots of frequendy
spectrom with 2 exa mple curve for the 6ilter
functions. Record a plot of the received signal
for each of channels with the minimum achievable
frequency separation between them. Show the cham
is undistorted
Transcribed Image Text:Using Mathemahica: • Make a numerical simulation of a super heterodyne EM radio receiver operating in the region 87.5-108.0 MHZ Make 4 radio stations with either pure tones or other signals similar to music- Use Butterworth Filter of Ist, 3rd, 5th order. Without signal interference determine the closest frequency space one can 2chieve • Record on Methemahica + Plots of frequendy spectrom with 2 exa mple curve for the 6ilter functions. Record a plot of the received signal for each of channels with the minimum achievable frequency separation between them. Show the cham is undistorted
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