NUMERICAL DATA COMMUNICATION COMMUNİCATİON SYSTEM An analog signal in sine form is intended to be transmitted to the receiver by pulse code modulation. Given below Define the parameters and answer the questions asked from you. *Peak to peak amplitude = 20 volts *Signal frequency = 120 Hz *Medium height form factor: 8 level 13-)Encode the bit strings you will create with Bipolar signaling. 14-)Encode the bit strings you will create with M = xxx multi-level pulse code modulation. 15-)If the bit strings you will create are encoded with Unipolar signaling, graphically show the power spectral density of the Unipolar signaling. Calculate the frequency at which the power spectral density value decreases to zero
NUMERICAL DATA COMMUNICATION COMMUNİCATİON SYSTEM An analog signal in sine form is intended to be transmitted to the receiver by pulse code modulation. Given below Define the parameters and answer the questions asked from you. *Peak to peak amplitude = 20 volts *Signal frequency = 120 Hz *Medium height form factor: 8 level 13-)Encode the bit strings you will create with Bipolar signaling. 14-)Encode the bit strings you will create with M = xxx multi-level pulse code modulation. 15-)If the bit strings you will create are encoded with Unipolar signaling, graphically show the power spectral density of the Unipolar signaling. Calculate the frequency at which the power spectral density value decreases to zero
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NUMERICAL DATA COMMUNICATION
COMMUNİCATİON SYSTEM
An analog signal in sine form is intended to be transmitted to the receiver by pulse code modulation.
Given below Define the parameters and answer the questions asked from you.
*Peak to peak amplitude = 20 volts
*Signal frequency = 120 Hz
*Medium height form factor: 8 level
13-)Encode the bit strings you will create with Bipolar signaling.
14-)Encode the bit strings you will create with M = xxx multi-level pulse code modulation.
15-)If the bit strings you will create are encoded with Unipolar signaling, graphically show the power spectral density of the Unipolar signaling. Calculate the frequency at which the power spectral density value decreases to zero
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Transcribed Image Text:An analog signal in sine form is intended to be transmitted to the receiver by pulse code
modulation. Answer the questions asked from you by determining the parameters given
below.
Peak to peak amplitude = xxx volts
Signal frequency = xxx Hz
Medium height kuantalayıcı = xXx level
1. What should be the theoretical minimum sampling frequency for the signal to be reconstructed
in the receiver without distortion?
2. What should be the practical minimum sampling frequency for the signal to be reconstructed in
the receiver without distortion?
3. What should be the theoretical and practical minimum sampling frequency if an anti-aliasing
filter is used at the frequency of xx Hz you specify before sampling?
4. What is mean square quantation error?
5. Calculate the maximum calculation error.
6. Calculate the maximum amplitude of the probability distribution function of the quantization
error.
7. What is the signal to noise ratio?
8. What is the theoretical binary transmission rate?
9. What is the practical pairwise transmission rate?
10. What would be the theoretical maximum sampling frequency?
11. What could be the practical maximum sampling frequency?
12. What is the maximum time between two consecutive samples?
13. Encode the bit strings you will create with Bipolar signaling.
14. Encode the bit strings you will create with M = xxx multi-level pulse code modulation.
15. If the bit strings you will create are encoded with Unipolar signaling, graphically show the power
spectral density of the Unipolar signaling. Calculate the frequency at which the power spectral
density value decreases to zero.
Solution
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