Development of multiscale modelling for non-linear local plasma instabilities of Astrophysics and Space Geophysics

• Grant number: 15/25624-2
• Support Opportunities: Regular Research Grants
• Start date: May 01, 2016
• End date: April 30, 2018
• Field of knowledge: Interdisciplinary Subjects
• Principal Investigator: Margarete Oliveira Domingues
• Grantee: Margarete Oliveira Domingues
• Host Institution: Instituto Nacional de Pesquisas Espaciais (INPE). Ministério da Ciência, Tecnologia e Inovação (Brasil). São José dos Campos , SP, Brazil
• Associated researchers: Kai Schneider ; Naoya Okamoto ; Odim Mendes Junior ; Oswaldo Duarte Miranda ; Ralf Deiterding
• Associated research grant(s): 16/50016-9 - Advanced criteria for dynamic mesh adaption in computacional space weather forecasting, AP.R SPRINT

Abstract

This project contributes to an ongoing research effort of combining the wavelet-based multiresolution regularity detection methodology with other non-linear techniques in order to improve the multiscale magnetohydrodynamics simulations and related data.The purpose is to provide very useful numerical tools for applications of studies on non-linear local instabilities that occur in plasmas of astrophysics and space geophysics environments.As an overarching branch, this long-term challenge implies the development of innovative and computational efficient non-linear techniques.With this project, we propose to study, develop, implement, test, verify and document new tools in numerical simulations and data modelling applied to these areas of space plasmas. (AU)

Scientific publications

(15)

(References retrieved automatically from Web of Science and SciELO through information on FAPESP grants and their corresponding numbers as mentioned in the publications by the authors)

DOMINGUES, MARGARETE OLIVEIRA; DEITERDING, RALF; LOPES, MULLER MOREIRA; FONTES GOMES, ANNA KARINA; MENDES, ODIM; SCHNEIDER, KAI. Wavelet-based parallel dynamic mesh adaptation for magnetohydrodynamics in the AMROC framework. COMPUTERS & FLUIDS, v. 190, p. 374-381, AUG 15 2019. (16/50016-9, 15/25624-2, 18/03039-9)

FERREIRA, MARIA TEODORA; FOLLMANN, ROSANGELA; DOMINGUES, MARGARETE O.; MACAU, ELBERT E. N.; KISS, ISTVAN Z.. Experimental phase synchronization detection in non-phase coherent chaotic systems by using the discrete complex wavelet approach. Chaos, v. 27, n. 8, AUG 2017. (15/25624-2, 15/50122-0)

A.K.F. GOMES; M.O. DOMINGUES; O. MENDES. Ideal and Resistive Magnetohydrodynamic Two-Dimensional Simulation of the Kelvin-Helmholtz Instability in the Context of Adaptive Multiresolution Analysis. TEMA (São Carlos), v. 18, n. 2, p. 317-333, 2017-08-00. (15/50403-0, 16/50016-9, 15/25624-2)

MAGRINI, LUCIANO A.; DOMINGUES, MARGARETE O.; MENDES, ODIM. On the Effects of Gaps and Uses of Approximation Functions on the Time-Scale Signal Analysis: A Case Study Based on Space Geophysical Events. Brazilian Journal of Physics, v. 47, n. 2, p. 167-181, APR 2017. (15/25624-2)

LOPES, MULLER MOREIRA; DOMINGUES, MARGARETE OLIVEIRA; SCHNEIDER, KAI; MENDES, ODIM. Local time-stepping for adaptive multiresolution using natural extension of Runge-Kutta methods. Journal of Computational Physics, v. 382, p. 291-318, APR 1 2019. (15/25624-2)

DEITERDING, RALF; DOMINGUES, MARGARETE OLIVEIRA; SCHNEIDER, KAI. Multiresolution analysis as a criterion for effective dynamic mesh adaptation - A case study for Euler equations in the SAMR framework AMROC. COMPUTERS & FLUIDS, v. 205, JUN 15 2020. (16/50016-9, 15/25624-2)

MENDES, ODIM; ADHIKARI, BINOD; DOMINGUES, MARGARETE OLIVEIRA; ECHER, EZEQUIEL; TAKESHI, RODRIGO SEO. Interrelationships of Similar Magnetic Effects at Low and High Latitudes During High-Intensity Long-Duration Auroral Activity Events: Case Studies. Brazilian Journal of Physics, v. 52, n. 5, p. 20-pg., 2022-10-01. (15/25624-2, 20/13015-0, 18/21657-1)

REIS, B. M. F.; RODRIGUEZ GOMEZ, J. M.; PINTO, T. S. N.; STEKEL, T. R. C.; MAGRINI, L. A.; MENDES, O.; VIEIRA, L. E. A.; DAL LAGO, A.; CECATTO, J. R.; MACAU, E. E. N.; et al. Recurrence quantification analysis with wavelet denoising and the characterization of magnetic flux emergence regions in solar photosphere. Physical Review E, v. 100, n. 1, p. 8-pg., 2019-07-29. (15/25624-2, 15/50122-0)

REIS, B. M. F.; RODRIGUEZ GOMEZ, J. M.; PINTO, T. S. N.; STEKEL, T. R. C.; MAGRINI, L. A.; MENDES, O.; VIEIRA, L. E. A.; DAL LAGO, A.; CECATTO, J. R.; MACAU, E. E. N.; et al. Recurrence quantification analysis with wavelet denoising and the characterization of magnetic flux emergence regions in solar photosphere. Physical Review E, v. 100, n. 1, JUL 29 2019. (15/25624-2, 15/50122-0)

EVANGELISTA, EDGARD F. D.; MIRANDA, OSWALDO D.; MENDES, ODIM; DOMINGUES, MARGARETE O.. Simulating the Interaction of a Non-magnetized Planet with the Stellar Wind Produced by a Sun-like Star Using the FLASH Code. Brazilian Journal of Physics, v. 49, n. 5, p. 678-692, OCT 2019. (15/25624-2)

DE SOUZA ECHER, MARIZA PEREIRA; DOMINGUES, MARGARETE OLIVEIRA; ECHER, EZEQUIEL; MENDES, ODIM; GONZALEZ, WALTER. Spectral Analysis on the Variability of Surface Pressure and Wind on Mars: Viking Lander 2 Observations Revisited. Brazilian Journal of Physics, v. 51, n. 6, SEP 2021. (15/25624-2, 20/13015-0)

MENDES, ODIM; DOMINGUES, MARGARETE OLIVEIRA; ECHER, EZEQUIEL; HAJRA, RAJKUMAR; MENCONI, VARLEI EVERTON. Characterization of high-intensity, long-duration continuous auroral activity (HILDCAA) events using recurrence quantification analysis. Nonlinear Processes in Geophysics, v. 24, n. 3, p. 407-417, AUG 1 2017. (15/25624-2, 12/00280-0)

OJEDA-GONZALEZ, ARIAN; KLAUSNER, VIRGINIA; MENDES, ODIM; DOMINGUES, MARGARETE OLIVEIRA; PRESTES, ALAN. Characterization of the Complex Ejecta Measured In Situ on 19-22 March 2001 by Six Different Methods. SOLAR PHYSICS, v. 292, n. 11, NOV 2017. (15/25624-2)

MAGRINI, LUCIANO A.; DOMINGUES, MARGARETE OLIVEIRA; MACAU, ELBERT E. N.; KISS, ISTVAN Z.. Extraction of slow and fast dynamics of multiple time scale systems using wavelet techniques. Chaos, v. 30, n. 6, JUN 2020. (15/50122-0, 15/25624-2)

FONTES GOMES, ANNA KARINA; DOMINGUES, MARGARETE OLIVEIRA; MENDES, ODIM; SCHNEIDER, KAI. Adaptive two- and three-dimensional multiresolution computations of resistive magnetohydrodynamics. ADVANCES IN COMPUTATIONAL MATHEMATICS, v. 47, n. 2, FEB 23 2021. (15/25624-2)