BPSK Simulation for AWGN & Rayleigh Channels
BPSK SYSTEM SIMULATION
We simulate the generation of random variables r0 and r1, which constitutes the input to detector. We begin by generating a binary sequence of 0?s and 1?s that occur with equal probability and are mutually (statistically) independent. For this, we use a Random number generator that generates a uniform random number between 0 and 1. If the number generated is in range (0, 0.5), the binary source output is 0 else it is 1. if 0 is generated, then r0=E+n0 and r1=n1. if a 1 is generated r0=n0 and r1=E+n1.
The additive noise components n0 and n1 are generated by mean of two gaussian noise generators there means are zero and there variances, ó2 = E*N0/2. For convenience we take E=1(normalized value) and vary ó2 . The SNR (E/N0) is then equal to 1/2ó2. The detector output is compared with the binary transmitted sequence and an error counter is used to count the number of bit errors.
Cite As
Rajdeep Khullar (2024). BPSK Simulation for AWGN & Rayleigh Channels (https://www.mathworks.com/matlabcentral/fileexchange/3838-bpsk-simulation-for-awgn-rayleigh-channels), MATLAB Central File Exchange. Retrieved .
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- Wireless Communications > Communications Toolbox > Link-Level Simulation >
- Wireless Communications > Communications Toolbox > PHY Components > Modulation > BPSK >
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1.0.0.0 | BSD Lisence
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