Regular and chaotic behavior in the new Lorenz system

The new Lorenz system of general circulation of the atmosphere, which exhibits an immense variety of bifurcation sequences, is studied by computer simulation. When the external heating varies, periodic and turbulent regions are found. In the periodic regions, period-doubling, period-halving and sadd...

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Autores principales: Masoller, C., Schifino, A.C.S., Romanelli, L.
Formato: JOUR
Acceso en línea:http://hdl.handle.net/20.500.12110/paper_03759601_v167_n2_p185_Masoller
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spelling todo:paper_03759601_v167_n2_p185_Masoller2023-10-03T15:30:58Z Regular and chaotic behavior in the new Lorenz system Masoller, C. Schifino, A.C.S. Romanelli, L. The new Lorenz system of general circulation of the atmosphere, which exhibits an immense variety of bifurcation sequences, is studied by computer simulation. When the external heating varies, periodic and turbulent regions are found. In the periodic regions, period-doubling, period-halving and saddle-node bifurcations are observed. Also, at certain parameter intervals, hysteresis and coexistence of attractors is reported. The chaotic behavior in the turbulent region is discussed with the aid of Lyapunov analysis and correlation dimension calculations. © 1992. JOUR info:eu-repo/semantics/openAccess http://creativecommons.org/licenses/by/2.5/ar http://hdl.handle.net/20.500.12110/paper_03759601_v167_n2_p185_Masoller
institution Universidad de Buenos Aires
institution_str I-28
repository_str R-134
collection Biblioteca Digital - Facultad de Ciencias Exactas y Naturales (UBA)
description The new Lorenz system of general circulation of the atmosphere, which exhibits an immense variety of bifurcation sequences, is studied by computer simulation. When the external heating varies, periodic and turbulent regions are found. In the periodic regions, period-doubling, period-halving and saddle-node bifurcations are observed. Also, at certain parameter intervals, hysteresis and coexistence of attractors is reported. The chaotic behavior in the turbulent region is discussed with the aid of Lyapunov analysis and correlation dimension calculations. © 1992.
format JOUR
author Masoller, C.
Schifino, A.C.S.
Romanelli, L.
spellingShingle Masoller, C.
Schifino, A.C.S.
Romanelli, L.
Regular and chaotic behavior in the new Lorenz system
author_facet Masoller, C.
Schifino, A.C.S.
Romanelli, L.
author_sort Masoller, C.
title Regular and chaotic behavior in the new Lorenz system
title_short Regular and chaotic behavior in the new Lorenz system
title_full Regular and chaotic behavior in the new Lorenz system
title_fullStr Regular and chaotic behavior in the new Lorenz system
title_full_unstemmed Regular and chaotic behavior in the new Lorenz system
title_sort regular and chaotic behavior in the new lorenz system
url http://hdl.handle.net/20.500.12110/paper_03759601_v167_n2_p185_Masoller
work_keys_str_mv AT masollerc regularandchaoticbehaviorinthenewlorenzsystem
AT schifinoacs regularandchaoticbehaviorinthenewlorenzsystem
AT romanellil regularandchaoticbehaviorinthenewlorenzsystem
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