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Fig. 1. Shapes and relative positions of the equilibrium mani-folds in the case where a limit cycle exists
Fig. 2. A computer simulation of the model system of Eqs. (11)–(13) with parametric values chosen to satisfy the conditionsidentified in the text for which periodic solutions exist
Fig. 3. Bifurcation diagram for the model system of Eqs. (11)–(13) with �=0.1, �=0.01, r1=0.15, r2=0.12, r3=0.05, r4=0.03,=0.09, r6=0.1, r7=0.05, cl=0.1, c2=0.1, yˆ =1.08, N=0.1, c3=0.005, �=0.05, and 0.985�zˆ �1.037
Fig. 4. A computer simulation of the model system of Eqs. (11)–(13) with parametric values of Fig
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