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Error-correcting scheme based on chaotic dynamics and its performance for noncoherent chaos communications

机译:基于混沌动力学的非相干混沌通信纠错方案及其性能

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This paper proposes a novel error-correcting scheme using chaotic dynamics for noncoherent chaos communications. In our proposed system, two successive chaotic sequences are generated from the same chaotic map; the second sequence is generated with an initial value which is the last value of the first sequence. In this case, successive chaotic sequences having the same chaotic dynamics are created. This feature gives the receiver additional information to correctly recover the information data and thus improves the bit error performance of the receiver. As results of the computer simulation, we confirm that the advantage gained in BER performance of the proposed error-correcting method is about 1-1.5 dB compared to conventional method. In addition, we achieve that the proposed error-correcting scheme is performed without the new additional redundancy code by using the chaotic dynamics.
机译:针对非相干混沌通信,提出了一种利用混沌动力学的新型纠错方案。在我们提出的系统中,两个连续的混沌序列是从同一混沌图生成的。使用初始值生成第二个序列,该初始值是第一个序列的最后一个值。在这种情况下,创建具有相同混沌动力学的连续混沌序列。此功能为接收器提供了更多信息,以正确恢复信息数据,从而提高了接收器的误码性能。作为计算机仿真的结果,我们确认,与传统方法相比,所提出的纠错方法在BER性能方面获得的优势约为1-1.5 dB。另外,通过使用混沌动力学,我们实现了在没有新的附加冗余码的情况下执行所提出的纠错方案。

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