F. J. Romeiras - Concepedia

Concepedia

Author

F. J. Romeiras

Instituto Superior Técnico

Also Known As

F J Romeiras, F. J. Romeiras, F.J. Romeiras, Filipe J Romeiras, Filipe J. Romeiras, Filipe Romeiras

35

Publications

1.7K

Citations

12

H-Index

37

Concepts

All Affiliations

Instituto Superior Técnico University of Maryland, College Park Instituto Politécnico de Lisboa

FJ

About

F. J. Romeiras is an author at Instituto Superior Técnico specializing in engineering, physics, and stability.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	9	9	1.3K
2	Physics	7	7	130
3	Systems Engineering	2	2	516
4	Natural Sciences	1	1	43
5	Applied Physics	1	1	43

F. J. Romeiras

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14

Publications

1.7K

Citations

11

H-Index

	Year	Citations
Critical exponents for crisis-induced intermittency Celso Grebogi, Edward Ott, F. J. Romeiras, Physical review. A, General physics Deterministic Dynamical SystemCritical PhenomenonEngineeringSudden DestructionChaos Theory	1987	557
Controlling chaotic dynamical systems F. J. Romeiras, Celso Grebogi, Edward Ott, Physica D Nonlinear Phenomena Chaotic Dynamical SystemsDeterministic Dynamical SystemEngineeringChaos TheoryHigh-dimensional Chaos	1992	438
Strange nonchaotic attractors of the damped pendulum with quasiperiodic forcing F. J. Romeiras, Edward Ott Physical review. A, General physics Damped Pendulum EquationDeterministic Dynamical SystemChaos TheoryStrange Nonchaotic AttractorsChaotic Behavior	1987	174
Multifractal properties of snapshot attractors of random maps F. J. Romeiras, Celso Grebogi, Edward Ott Physical Review A Snapshot AttractorSnapshot AttractorsEngineeringChaos TheoryEntropy	1990	140
Quasiperiodically forced dynamical systems with strange nonchaotic attractors F. J. Romeiras, A. Bondeson, Edward Ott, Physica D Nonlinear Phenomena AttractorDiscrete Dynamical SystemDeterministic Dynamical SystemStrange Nonchaotic Attractors	1987	113
Controlling Chaotic Dynamical Systems F. J. Romeiras, Edward Ott, Celso Grebogi, Chaotic Dynamical SystemsDeterministic Dynamical SystemEngineeringChaos TheoryMechanical Systems	1991	78
Diffusion theory of the low-pressure positive column with two-step ionization from a metastable state. I F. J. Romeiras, C. M. Ferreira Journal of Applied Physics EngineeringComputational ChemistryIon ProcessElectron PhysicGas Dynamic	1985	43
Quasiperiodic forcing and the observability of strange nonchaotic attractors F. J. Romeiras, A. Bondeson, Edward Ott, Physica Scripta Deterministic Dynamical SystemParameter SpaceChaos TheoryStrange Nonchaotic AttractorsHigh-dimensional Chaos	1989	24
Integrability of double three-wave interaction F. J. Romeiras Physics Letters A Double Three-wave InteractionIntegrable SystemPhysicsWave Theory	1983	22
On the stability of stationary nongyrotropic distribution functions: Coupling and purely growing waves A. L. Brinca, F. J. Romeiras Journal of Geophysical Research Atmospheres MagnetismParallel PropagationEngineeringPhysicsWave Propagation	1998	22

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