The analysis of the dynamic behavior of the electro-optical bistable systems

In this paper, research on the dynamic behaviors of the electro-optical bistable system, especially for its chaotic dynamic behavior, was carried out. The dynamic equation is resolved by the method of the diagrammatized mode. The state of the electro-optical bistable system with changing system parameter is analyzed in detail, and the concrete positions of the bifurcation points are calculated. The system can generate tangent bifurcation and period double bifurcation as the systemic parameter changes, thus the system can generate chaos through period double bifurcation; on the other hand, the system can generate intermittent chaos.