Abstract

In this paper, a new scheme based on permutation index–differential chaos shift keying is proposed, modeled, and evaluated in AWGN channel environment. Data is sent by frames, and each frame is headed by a single reference signal and followed by some information-bearing signals. Modulation is performed through permutations of a reference signal according to the mapped data. At the receiver, each incoming information-bearing signal undergoes all inverse permutation possibilities to perform a correlation with the delayed and stored version of the received reference signal. To decode the information bits, the detector selects the highest correlator outputs. The proposed scheme named single reference–permutation index–differential chaos shift keying is an enhanced version of PI-DCSK, and uses a single reference signal for multiple information-bearing ones. Hence, the energy requirement is saved by almost a half. The bit error performance is studied using the baseband system model and analytically tested using Gaussian approximation method. Results show the BER performance outperforms other standard and recently developed differentially coherent chaos systems, including Permutation Index–DCSK by an average of 2.25 dB. Moreover, the analytical form which is developed to predict the bit error rate (BER) is validated by simulation. Results demonstrate the performance in AWGN is closely matching with the simulation results, particularly at high SNR.

Highlights

  • Chaotic communication systems are broadly classified into coherent, non-coherent and differentially coherent systems [1, 2]

  • In all differential chaos-based schemes, data symbols are presented by sending the reference signal followed by information bearing as in Differential chaos shift keying (DCSK)

  • Improved versions of Permuted index–differential chaos shift keying (PI-DCSK) where reference chaotic segment and information-bearing signal are combined on one-bit duration are presented in [20]

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Summary

Introduction

Chaotic communication systems are broadly classified into coherent, non-coherent and differentially coherent systems [1, 2]. The work in [6, 7] considers demodulation in non-coherent systems based on the received signal properties (i.e., bit energy, map estimation, or time reversing). In all differential chaos-based schemes, data symbols are presented by sending the reference signal followed by information bearing as in DCSK.

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