The performance of an asynchronous phase-encoded optical code-division multiple-access system is evaluated on the condition that the impact of fiber channel is neglected. Phase-encoded optical signal (pseudorandom optical signal with low intensity) is analyzed in the view of stationary random process. The pseudorandom optical signal with low intensity is seen as a sample function of a certain stationary random process which is ergodic in strict sense. The analysis results reveal that the variance of the corresponding random process is only inversely proportional to the code length while the root-mean-square width of the phase-encoded optical signal is proportional to the width of initial optical pulse and the code length F. The numerical results demonstrate that the better system performance can be achieved in case of larger code length and shorter initial optical pulse.
[1]
Andrew M. Weiner,et al.
Coherent ultrashort light pulse code-division multiple access communication systems
,
1990
.
[2]
Harshad Prabhakar Sardesai,et al.
Femtosecond encoder-decoders and ultrafast nonlinear thresholders and their integration in a femtosecond code division multiple access communication system test-bed
,
1998
.
[3]
Hirokazu Takenouchi,et al.
Spectral encoding and decoding of 10 Gbit/s femtosecond pulses using high resolution arrayed-waveguide grating
,
1999
.
[4]
Andrew M. Weiner,et al.
Programmable spectral phase coding of an amplified spontaneous emission light source
,
1999
.
[5]
Alan E. Johnson,et al.
Fibre Bragg grating based spectral encoder/decoder for lightwave CDMA
,
1999
.