Numerical solution for Duffing-Van Der Pol Oscillator via block method
The Duffing-Van Der Pol Oscillators is an interesting differential problem with many applications in mechanics and fluid dynamics. Among its most known application involves the chaotic motions in periodic-self excited oscillators and occasionally used to model hydrodynamic forces on canonical stru...
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| Format: | Article |
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Union of Researchers of Macedonia
2021
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| Summary: | The Duffing-Van Der Pol Oscillators is an interesting differential problem with many applications in mechanics and fluid dynamics. Among its most
known application involves the chaotic motions in periodic-self excited oscillators
and occasionally used to model hydrodynamic forces on canonical structures. The
current work aims to provide a numerical solution for the Duffing-Van Der Pol
Oscillators in second order differential form using a two-point block method. The
two-point block algorithm will be coded in C programming to minimize computational cost (calculation time). Results will show that the proposed method is a
practical tool for solving nonlinear differential equation. |
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