Título: Numerical Solution of Fractional Boundary Value Problems in Chemical Engineering using the Shooting Method
Autores: LOBATO, F. S.; CARDOSO, A. O.
Revista: Revista CEREUS, 15(2), 149-165, 2023.
Resumo: This work presentsa systematic approach to solving Fractional Ordinary Differential Equations (FODEs) of boundary value problems using the Shooting Method. This approach converts a boundary value problem into an initial value problem by defining sensitivity equations. The Predictor-Corrector Method with Caputo-type fractional derivatives used to integrate this system. The proposed approachis evaluated considering three case studies in Chemical Engineering. The results demonstrate that the proposed approach is a good alternative to solve this class of problems. In addition, as expected, the obtained profiles were dependent on fractional order.

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