' If the carrier signal is Vc (t) = Ve Sin (Wst). And the information signal is used to generate AM wave Vm (t) = Vm Sin (t), the AM Bandwidth is equal to 12 KHz, modulation index m = 0.5 and the spectrum frequency for AM is shown figure: 6 -100-6fm -100 -100+6fm 100-6fm 100 100+6fm KHZ | 1- determine Wc, Wm, fm. fe 2- draw the AM wave in time domain 3. determine Vm. Vc
' If the carrier signal is Vc (t) = Ve Sin (Wst). And the information signal is used to generate AM wave Vm (t) = Vm Sin (t), the AM Bandwidth is equal to 12 KHz, modulation index m = 0.5 and the spectrum frequency for AM is shown figure: 6 -100-6fm -100 -100+6fm 100-6fm 100 100+6fm KHZ | 1- determine Wc, Wm, fm. fe 2- draw the AM wave in time domain 3. determine Vm. Vc
Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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CS, please quick
![' If the carrier signal is Vc (t) = Ve Sin (Wst). And the information signal is used to
generate AM wave Vm (t) = Vm Sin (t), the AM Bandwidth is equal to 12 KHz,
modulation index m = 0.5 and the spectrum frequency for AM is shown figure:
6
-100-6fm -100
-100+6fm
100-6fm 100 100+6fm
KHZ
|
1- determine Ws, Wm, fm. f.
2- draw the AM wave in time domain
3. determine Vm. Vc.
4-determine the power at carrier of the antenna resistance one ohm (1 )
5- Write the AM equation with all values.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F154747ec-3781-4b73-ba9f-6413b5e93e41%2F56945f07-1d6f-4411-b356-792300cd8083%2Fm70rlu_processed.png&w=3840&q=75)
Transcribed Image Text:' If the carrier signal is Vc (t) = Ve Sin (Wst). And the information signal is used to
generate AM wave Vm (t) = Vm Sin (t), the AM Bandwidth is equal to 12 KHz,
modulation index m = 0.5 and the spectrum frequency for AM is shown figure:
6
-100-6fm -100
-100+6fm
100-6fm 100 100+6fm
KHZ
|
1- determine Ws, Wm, fm. f.
2- draw the AM wave in time domain
3. determine Vm. Vc.
4-determine the power at carrier of the antenna resistance one ohm (1 )
5- Write the AM equation with all values.
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