Research Article
The Dynamics Behavior of Coupled Generalized van der Pol Oscillator with Distributed Order
Table 2
Lyapunov exponent of system (
10) for three cases.
| | Case 1: Fix = and vary | | B | | | | | Dynamics | | 26 | 6.0041 | 3.1382 | −6.1039 | −6.7879 | Hyperchaotic behavior of order 2 | | 28 | 9.3759 | 3.7670 | −4.5096 | −6.2100 | Hyperchaotic behavior of order 2 | | 30 | 7.4983 | 4.1911 | −5.3663 | −7.3997 | Hyperchaotic behavior of order 2 |
| | Case 2: Fix = and vary | | | | | | Dynamics | | 21 | 8.0825 | 4.8029 | −10.4143 | −11.0868 | Hyperchaotic behavior of order 2 | | 25 | 7.4983 | 4.1911 | −5.3663 | −7.3997 | Hyperchaotic behavior of order 2 | | 27 | 8.7146 | 4.6502 | −4.9561 | −6.7303 | Hyperchaotic behavior of order 2 |
| | Case 3: Fix = and vary | | | | | | Dynamics | | 0.7 | 1.9130 | −0.0303 | −10.6506 | −11.3279 | Chaotic behavior | | 2 | 7.4983 | 4.1911 | −5.3663 | −7.3997 | Hyperchaotic behavior of order 2 | | 9 | 7.1457 | 3.4489 | −6.1396 | −7.6788 | Hyperchaotic behavior of order 2 |
|
|
