The chaotic dynamics behaviors in Non-Gaussian Boundeded Noise Environment

This paper researches the chaotic dynamic movement behaviors of the non-linear system turbulent by weak signal under Non-Gaussian Bounded Noise Environment. The random Melnikov process analysis is introduced to calculate the chaotic critical condition, the simulation result shows that the Non-Gaussian Boundeded Noise has little effect on the non-linear system movement behaviors when it is on chaotic state; while much effect on periodic movement for Non-Gaussian Bounded Noise. This paper mainly researches the chaotic special movement character under the turbulent of Non-Gaussian Bounded noise and weak period signal.