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MARCELO VELLOSO FLAMARION VASCONCELLOS

MARCELO VELLOSO FLAMARION VASCONCELLOS

MARCELO VELLOSO FLAMARION VASCONCELLOS

Doutor em Ciências - Matemática, Instituto Nacional de Matemática Pura e Aplicada (IMPA)

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Mestre em Matemática (Universidade Federal Fluminense)

DOCENTE CONTRATADO - CONTRATADO
Docente a tiempo completo (DTC)
Departamento Académico de Ciencias - Sección Matemáticas

Publicaciones

Se encontraron 62 publicaciones

Magalhães, E. M.; Ribeiro-Jr, R.; VELLOSO FLAMARION VASCONCELLOS, M.(2022). Método espectral para encontrar ondas solitárias para as equações de Euler com vorticidade. En XLI CNMAC. (pp. 1 - 2). Brazilian Society of Computational and Applied Mathematics.
VELLOSO FLAMARION VASCONCELLOS, M. y Ribeiro-Jr, R.(2022). Gravity-capillary wave interactions generated by moving disturbances: Euler equations framework. Journal of Engineering Mathematics. Volumen: 132. (pp. 1 - 10).
VELLOSO FLAMARION VASCONCELLOS, M.(2022). Gravity-capillary flows over obstacles for the fifth-order forced Korteweg-de Vries equation. En XXIII SIMMAC. (pp. 1 - 1). XXIII SIMMAC.
VELLOSO FLAMARION VASCONCELLOS, M.(2022). Generation of trapped depression solitary waves in gravity-capillary flows over an obstacle. Computational and Applied Mathematics. Volumen: 41. (pp. 1 - 9).
VELLOSO FLAMARION VASCONCELLOS, M.; Gao, T.; Ribeiro-Jr, R.; Doak, A.(2022). Flow structure beneath periodic waves with constant vorticity under normal electric fields. Physics of fluids. Volumen: 34. (pp. 1 - 12).
VELLOSO FLAMARION VASCONCELLOS, M. y Ribeiro-Jr, R.(2022). A numerical study of linear long water waves over variable topographies using a conformal mapping. Trends in Computational and Applied Mathematics. Volumen: 23. (pp. 625 - 638).
VELLOSO FLAMARION VASCONCELLOS, M. y Ribeiro-Jr, R.(2021). An iterative method to compute conformal mappings and their inverses in the context of water waves over topographies. International Journal for Numerical Methods in Fluids. (pp. 1 - 8).
VELLOSO FLAMARION VASCONCELLOS, M. y Ribeiro-Jr, R.(2021). Gravity-capillary flows over obstacles for the fifth-order forced Korteweg-de Vries equation. Journal of Engineering Mathematics. Volumen: 17. (pp. 1 - 11).