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    Sampling and Nyquist in PCM

    PCM modulation: is a kind of source coding which is a conversion of a signal from analog to  digital.The Nyquist theorem states that a signal must be sampled at a rate greater than twice the highest frequency component of the signal to accurately reconstruct the waveform. read more...   

        To perform the Experiment please follow the procedure:

1.  Install the run time engine program to operate each VI. 

2.  Activate the functions generator, scope, and DSA by pressing the  from the tool bar, and then press the  in each.

3.  Adjust the function generator using its soft controls for an output with the following specifications.

Wave Form Shape

Sinusoidal

Frequency

2 KHz

Amplitude

4 Vp-p

4.  Adjust the scope as follows:

 

Channel 0

Channel 1

Volts/Div

1 V

1 V

DC offset

0 V

0 V

Time/Div

200 µ sec 200 µ sec

5.  Set the  values for the DSA as follows:

Input Settings

Source Channel to Channel 1

FFT Settings

Frequency span to 45,000

Resolution to 400

Windows to 7 term B-Harris

Trigger Settings

Edge

Frequency Display

Units to dB

Mode to RMS

Scale to Auto

Voltage Range to ±10 V

Averaging

Mode to RMS

Weighting to exponential

# of averages to 3

6.  Run the oscilloscope at Ch (0) and take a screen shoot for the input signal.

 

 

7.  Record Vp-p:

8.  Run the dynamic signal analyzer and take a screen shoot for the input power signal.

9.  Determine the power signal for the input signal in dBVrms value at:

Frequency (Hz)

Power dBVrms

15K

 

20K

 

25K

 

30K

 

35K

 

10.  Change to the Ch1(output) and take a screen shoot for  the output signal:

11.  Record Voutp-p:

12.  Take a screen shoot for the output power signal:

13.  Determine the output power signal in dDVrms at value:

Frequency (Hz)

Power dBVrms

15K

 

20K

 

25K

 

30K

 

35K

 

14.  Take a screen shoot for the input and the output signal (ch0, ch1) dual.

15.  Determine the frequency of the first six aliases in the sampled message.

        1.

        2.

        3.

        4.

        5.

        6. 

16.  Take a screen shoot for  the first aliasing waveform.