Chaos-Based Application of a Novel Multistable 5D Memristive Hyperchaotic System with Coexisting Multiple Attractors

Table 2

Dynamical behavior under different parameter of a when b = 12, c = 30, d = 2, e = 4, m = 0.1, and n = 0.01.

a	Dynamics	Figure
1.0	Limit cycle with period-1	Figure 4(a)
2.0	Two-wing chaotic attractor	Figure 4(b)
3.2	Stable state period-2	Figure 4(c)
8.0	Two-wing chaotic attractor	Figure 4(d)
10.1	Four-wing chaotic attractor	Figure 4(e)
11.7	Stable state period-3	Figure 4(f)
14.6	Hyperchaotic attractor	Figure 4(g)
17.0	Quasi-periodic	Figure 4(h)
18.2	Limit cycle with period-1	Figure 4(i)