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Observations on Message Transmission Using Rossler and Lorenz Chaos Systems with PSpice and Matlab Models

机译:使用Rossler和Lorenz混沌系统与PSPICE和MATLAB模型的邮件传输观察

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Message transmission and reception systems (TRS) for both Lorenz coupled and Rossler coupled chaotic nonlinear systems are presented. Both a circuit simulator, PSpice, and a math package, Matlab, for predicting time evolution of coupled nonlinear differential equations were used. Both Matlab and PSPICE TRS models were set up, tested and demonstrated to yield essentially identical time evolution predictors. The Rossler TRS required a combination of the variable substitution method, typically employed for Lorenz TRSs along with the "diffusive coupling technique", known to be necessary to couple two Rossler circuits. Examples indicating functionality of the systems to obscure and reliably recover messages for audio and sinusoid message types are presented.
机译:呈现了Lorenz耦合和Rossler耦合混沌非线性系统的消息传输和接收系统(TRS)。使用电路模拟器,PSPICE和数学包,MATLAB,用于预测耦合非线性微分方程的时间演变。建立,测试和证明MATLAB和PSPICE TRS模型,以产生基本相同的时间进化预测因子。 Rossler TRS需要可变替代方法的组合,通常用于Lorenz TRS以及“扩散耦合技术”,已知需要耦合两个Rossler电路。呈现了表示系统的功能,以模糊和可靠地恢复用于音频和正弦消息类型的消息的功能。

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