Fig. 1
From: Chaotic systems based on higher-order oscillatory equations
Attractor evolution with respect to parameters: (a)–(q), axis system is included. Orange orbits represent case A system, blue trajectories correspond to case B dynamical systems, grey planes are boundaries between individual affine state space segments and black dots denote fixed points. Sensitivity dependance of solution to small changes in initial conditions: (r) case A and double-scroll, (s) typical chaotic attractor of case B dynamical system, (t) case A and one single scroll attractor, corresponding axis system is provided. More details about individual subplots can be found in the text.
