Performance Evaluation of Ds-cdma System Using Chaotic Binary Sequences

In this paper generation of binary sequences derived from chaotic sequences defined over Z4 is proposed. The six chaotic map equations considered in this paper are Logistic map, Tent Map, Cubic Map, Quadratic Map and Bernoulli Map. Using these chaotic map equations, sequences over Z4 are generated which are converted to binary sequences using polynomial mapping. Segments of sequences of different lengths are tested for cross correlation and linear complexity properties. It is found that some segments of different length of these sequences have good cross correlation and linear complexity properties. The Bit Error Rate performance in DS-CDMA communication systems using these binary sequences is found to be better than Gold sequences and Kasami sequences.