DYNAMIC BEHAVIOR OF A TWO-TERMINAL ACTIVE NETWORK SYSTEM WITH NONLINEAR NEGATIVE RESISTANCE
含有源非线性负阻二端网络电路系统的动力学行为

A numerical investigation has been carried out on a RLC series connection which is a two-terminal active network system with nonlinear negative resistance. It is found that within various parameter regions, a sequence of period doubling bifurcations, an inverse sequence of chaotic bands and an intermittant chaos phenomena appeared respectively. These results agree with our experimental ones very well.