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articles

The author: Gavrishev A.     Published in № 5(77) 30 october 2018 year
Rubric: Models and Methods

Modeling and quantitative and qualitative analysis of common secure communication systems

In this paper, the author uses the software package ScicosLab to conduct experimental modeling of common secure communication systems and their experimental analysis using known methods of nonlinear dynamics (time and spectral diagrams, phase portraits, Hurst exponent, maximal Lyapunov exponent, BDS-statistics). As a common secure communication systems was chosen as the communication system based on direct spread spectrum communications, system on the basis of the noise signals, the proposed Shagarova A. A., communication system based on chaotic masking and communication system based on chaotic modulation, represented by apparatus for protection against imitation of controlled objects with high structural security of carrier signals. As a result of researches it was established that: BDS-statistics explicitly identifies communication systems on the basis of classical approaches of formation of noise-like signals and their derivatives; communication systems on the basis of classical approaches of formation of noise-like signals and their derivatives possess positive maximal Lyapunov exponent and thus possess chaotic properties; the obtained quantitative values of BDS-statistics, maximal Lyapunov exponent, the Hurst exponent indicate that communication systems based on chaotic signals in general are more preferable for secure communication systems than communication systems based on classical approaches to the formation of noise-like signals and their derivatives; of the considered communication systems based on chaotic signals, the system based on chaotic modulation is more preferable for secure communication systems, since it has the highest maximal Lyapunov exponent, which is an indicator of greater protection against unauthorized access than the considered analogues, as it is indicated by the obtained values of BDS-statistics.

Key words

secure communication systems, nonlinear dynamics, modeling, analysis.

The author:

Gavrishev A.

Degree:

Senior Lecturer, North-Caucasus Federal University

Location:

Stavropol