Lagrangian descriptors for global dynamics

• Jérôme Daquin ^[1] ; Rémi Pédenon-Orlanducci ^[3] ; Makrina Agaoglou ^[2] ; Guillermo García-Sánchez ^[2] ; Ana M. Mancho ^[2]
  1. [1] University of Namur

     University of Namur

     Arrondissement de Namur, Bélgica

     
  2. [2] Instituto de Ciencias Matemáticas

     Instituto de Ciencias Matemáticas

     Madrid, España

     
  3. [3] Institut Polytechnique de Paris

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• Localización: KePASSA-22. 5th International Workshop on Key Topics in Orbit Propagation applied to Space Situational Awareness: Program & Abstract Book / coord. por Rosario López Gómez , Juan Félix San Juan Díaz , Martín Lara Coira , 2022, ISBN 978-84-09-42904-2, págs. 62-64
• Idioma: inglés
• Enlaces
  • Texto Completo Libro (pdf)
• Referencias bibliográficas
  • [1] Daquin J and P´edenon-Orlanducci, R and Agaouglou, M and Garc´ıa-S´anchez, G and Mancho, A M, Global dynamics based on Lagrangian Descriptors. Applications...
  • [2] Froeschl´e, C and Guzzo, M and Lega, E, Graphical evolution of the Arnold web: from order to chaos, Science, 289 (2000), 2108–2110
  • [3] Lopesino, C and Balibrea-Iniesta, F and Garc´ıa- Garrido, V J and Wiggins, S and Mancho, A M, A theoretical framework for Lagrangian descriptors, International...
  • [4] Mendoza, C and Mancho, A M, Hidden geometry of ocean flows, Physical review letters, 105 (2010)
  • [5] Mancho, A M and Wiggins, S and Curbelo, J and Mendoza, C, Lagrangian descriptors: A method for revealing phase space structures of general...
  • [6] Meiss, JD, Symplectic maps, variational principles, and transport, Reviews of Modern Physics, 64 (1992), 795-848
  • [7] Pedenon-Orlanducci R and Carletti T and Lemaitre A and Daquin J, Geometric parametrisation of Lagrangian Descriptors for 1 degree-of-freedom...