## Fractional variational calculus with classical and combined Caputo derivatives

- A. B. Malinowska Odzijewicz, D. F. M. Torres
- J . Comput . Appl . Math .
- 2016

@article{Wen2016DynamicalAO, title={Dynamical analysis of strongly nonlinear fractional-order Mathieu-Duffing equation.}, author={Shao-Fang Wen and Yong-Jun Shen and Xiao-Na Wang and Shao-Pu Yang and Hai-Jun Xing}, journal={Chaos}, year={2016}, volume={26 8}, pages={084309} }

- Published 2016 in Chaos
DOI:10.1063/1.4959149

In this paper, the computation schemes for periodic solutions of the forced fractional-order Mathieu-Duffing equation are derived based on incremental harmonic balance (IHB) method. The general forms of periodic solutions are founded by the IHB method, which could be useful to obtain the periodic solutions with higher precision. The comparisons of the… CONTINUE READING

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