Chaotic signals are ideal nominees as carriers in secure communication systems. The present work proposes the generation, characterization and an interesting application of a Chaotic signal using an iterative map. The generation of a chaotic signal using simple microwave circuitry has been analyzed and implemented. By use of experiment, it was discovered that an ecient use of the nonlinearity in the semionductor device such as BFU725F/N1 NPN microwave bipolar junction transistor, can be used to generate a chaotic signal. The signal generated by the Gunn source is confirmed as a microwave pulse by operating it in the Negative Resistance region. The signal from the AFO is mixed with the Gunn source signal in the transistor producing a chaotic signal at the collector terminal. The bias voltage values are varied to characterize the output waveform. The parameters of a chaotic signal such as Lyapunov exponent, Kolmogorov Entropy and Fractal dimension are calculated for different waveforms obtained at different bias voltages. Frequency Spectrum analysis for both Gunn Source and the chaotic signal is done to ascertain the nonlinearity contributed by the transistor alone. Chaotic signal generated using simple microwave circuitry is more securable and reliable. Circuit complexity has been reduced very much which in turn reduces the cost. It has been observed that only the nonlinearity in the transistor is enough to generate a chaotic Microwave signal. The BFU725F/N1 transistor at 6.02 volts of Gunn bias gives a chaos signal. Chirping phenomenon is observed to be chaotic also.
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[v1] 2016-01-12 21:02:53
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