MATHEMATICAL MODELING OF PHYSICAL SYSTEMS USING  FRACTIONAL-ORDER DERIVATIVES

Mr. Nigama Prasan Sahoo ,Mr. Satpal Panika

MATHEMATICAL MODELING OF PHYSICAL SYSTEMS USING FRACTIONAL-ORDER DERIVATIVES

Authors

Mr. Nigama Prasan Sahoo ,Mr. Satpal Panika

Keywords:

Fractional calculus, fractional-order derivatives, physical system modeling, memory effects, non-local dynamics, anomalous diffusion

Abstract

Mathematical modeling plays a fundamental role in understanding, predicting, andcontrolling physical systems across engineering, physics, biology, and applied sciences. Traditional integer-order differential equations

References

Podlubny, I. (2023). Fractional Differential Equations: Recent Advances

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Published

2024-06-20

How to Cite

Mr. Nigama Prasan Sahoo ,Mr. Satpal Panika. (2024). MATHEMATICAL MODELING OF PHYSICAL SYSTEMS USING FRACTIONAL-ORDER DERIVATIVES. Journal of Computational Analysis and Applications (JoCAAA), 33(06), 3820–3826. Retrieved from https://eudoxuspress.com/index.php/pub/article/view/4549