- Since SNR is the ratio of Signal Power to noise power it should be computed using the following method SNR = snr (x,y-x) since “x” is the original signal and “y” is the noise corrupted signal.
- The signal “y” is generated by using “awgn()” function with a random seed there may be some cases where the SNR may not match closely with the pre-defined value.
- Specify the ‘seed’ attribute of the “awgn()” function for repetitive generation of noise samples.
- Use Monte-Carlo method to generate different “awgn()” noise samples and average over all the SNR values. As the number of Monte- Carlo simulations increase the average SNR closely approximates the predefined SNR.