Carrier, Message blocks Web viewSimulink → Signal Processing Blockset → Filtering →...
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Transcript of Carrier, Message blocks Web viewSimulink → Signal Processing Blockset → Filtering →...
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CT1302Lab sheet 6
Standard Amplitude Modulation (AM)
Objectives:
1- Generating standard AM signal and show the effect of μ2- Comparing standard AM and DSB-SC modulated signals
Blocks Required:
- Signal Generator (carrier signal source and message signal source) - Constant block
- Product Block - Summer Block - Blocks for viewing the signals – Scope
We can find these blocks in the following locations of Simulink Library
Carrier, Message blocks:
Simulink → Sources → Signal Generator
Simulink → Sources → Constant
Filter: Simulink → Signal Processing Blockset → Filtering → Filter Designs → Analog Filter Design
View Block:
Simulink → Sink → Scope
Product and Summer Block
Simulink → Math Operations→ Product
Simulink → Math Operations→ Sum
Generating standard AM signal and the effects of μ values:
To generate standard AM modulated signal, we just have to implement the equation of AM in block level
SAM(t) = Ac c(t) + m(t) c(t) = [Ac + m(t) ] c(t)
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The two ways of modulator block diagram
Way#1:
Way#2:
Let’s do AM modulation using the following signals
m(t) = 2 sin(6πt) c(t) = 5 sin(100πt) What is the value of μ? Draw the SAM(t) in time domain
m(t) = 3 sin(4πt) c(t) = 3 sin(200πt) What is the value of μ? Draw the SAM(t) in time domain
m(t) = 3 sin(8πt) c(t) = 2 sin(200πt) What is the value of μ?
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Draw the SAM(t) in time domain
Comparing standard AM modulated signal and DSB-SC modulated signal To get a DSB-SC from the standard AM modulator, set the Ac to 0 (in the carrier signal 2 Block in way#1 diagram or in the Ac Block in way#1 diagram)
Generate a standard AM modulated signal from the following signals:
m(t) = sin(2πt) c(t) = 2 sin(40πt)
Draw the SAM(t) in time domain
From the same block diagram generate a DSB-SC modulated signal using the same signals.Draw the SDSB (t) in time domain
Note the difference between the two signals.