Publications

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Book
Haas, F.  2011.  Quantum plasmas: an hydrodynamic approach. , New York : Springertable_contents.pdfSpringer site
Book Chapter
Haas, F.  2016.  Quantum plasmas. In: Encyclopedia of Plasma Technology vol. 2, p. 1216, ed. Leon Shoet. , Oxford: Taylor and Francis
application/pdf iconquantum_plasmas.pdf
Bret, A, Haas F.  2012.  Quantum effects in beam-plasma instabilities. AIP Conference Proceedings v. 1421, p.156 (2012).In: P.K. Shukla, J.T. Mendonça, B. Eliasson and D. Resendes (org.). International Topical Conference on Plasma Science: Strongly Coupled Ultra-Cold and Quantum Plasmas, Lisbon, Portugal 12-14 September 2011. quantum_effects.pdf
Haas, F.  2012.  Variational method for the three-dimensional many-electron dynamics of semiconductor quantum wells. AIP Conference Proceedings v. 1421, p. 100. In: P. K. Shukla, J. T. Mendonça, B. Eliasson and D. Resendes (org.). International Topical Conference on Plasma Science: Strongly Coupled Ultra-Cold and Quantum Plasmas, Lisbon, Portugal 12-14 September 2011. variational_method.pdf
Haas, F, Goedert J.  1999.  Lie symmetries of generalized Ermakov systems. Lecture Notes in Physics (v. 518) - Dynamical Systems, Plasmas and Gravitation. , Heidelberg : Springer-VerlagLie_Ermakov.pdf
Conference Proceedings
Elkamash, IS, Haas F, Kourakis I.  2017.  On the interaction of a negative-ion beam with ultradense plasma: linear beam-plasma instability and electrostatic soliton characteristics. 44th European Physical Society Conference on Plasma Physics. :04.413., Belfast, UK
application/pdf iconinteraction_negative.pdf
Haas, F, Oliveski RC.  2011.  New symmetries for the hydromagnetic Falkner-Skan equations, 24-28 July. 21st Brazilian Congress of Mechanical Engineering. , Natal: Proceedings of the 21st International Congress of Mechanical Engineering, 2011new_symmetries.pdf
Haas, F.  2006.  MHD equations for quantum plasmas. XI Latin American Workshop on Plasma Physics. :p.477., Cidade do México: AIP Conference Proceedings, v. 875MHD_equations.pdf
de Assis, LPG, Helayël-Neto JA, Haas F, Nogueira ALMA.  2006.  On the integrability and chaos of an N=2 Maxwell-Chern-Simons-Higgs mechanical model. Fifth International Conference on Mathematical Methods in Physics - IC2006. :059., CBPF, Rio de Janeiro: J. High Energy Phys. (SISSA, IC2006)integrability_chaos.pdf

J. High Energy Phys. (SISSA, IC2006), 059 (2006).

Haas, F, Garcia LG, Goedert J.  2005.  Quantum Zakharov equations. Fourth International Winter Conference on Mathematical Methods in Physics. :015., CBPF, Rio de Janeiro: J. High Energy Phys. (SISSA, WC2004)quantum_Zakharov.pdf
Haas, F, Goedert J.  1996.  Lie symmetries and conservation laws for the one-dimensional Schrödinger-Maxwell system. IV Encontro Brasileiro de Física dos Plasmas. :290., Águas de Lindóia: Anais do IV Encontro Brasileiro de Física dos PlasmasLie_symmetries_conservation.pdf
Haas, F, Goedert J.  1995.  On the Hamiltonian structure of Ermakov systems, 1995. III Encontro Brasileiro de Física dos Plasmas. :248., Águas de Lindóia: Anais do III Encontro Brasileiro de Física dos PlasmasHamiltonian_Ermakov.pdf
Haas, F, Goedert J.  1993.  Hamiltonian structure for rescaled integrable Lorenz system. II Encontro Brasileiro de Física dos Plasmas. :118., Serra Negra: Anais do II Encontro Brasileiro de Física dos PlasmasHamiltonian_Lorenz.pdf
Haas, F, Goedert J.  1991.  Completely integrable Ermakov systems. I Encontro Brasileiro de Física dos Plasmas. :173., Santos: Anais do I Encontro Brasileiro de Física dos Plasmas, v. 2completely_integrable.pdf
Journal Article
Mendonça, JT, Haas F.  2023.  Compton scattering of plasmons. Physica Scripta. 98(6):065603.
application/pdf iconcompton_scattering_plasmons.pdf
Haas, F, Fichtner H, Scherer K.  2023.  Electron holes in a regularized kappa background. Nonlinear Processes in Geophysics. 30(3):277-287.
application/pdf iconelectron_holes_regularized_kappa.pdf
Haas, F.  2023.  Noether symmetries and conservation laws of a reduced gauged bilayer graphene model. Physics Letters A. 482:129034.
application/pdf iconbilayer_graphene.pdf
Haas, F, Mendonça JT, Terças H.  2023.  Plasmon dispersion and Landau damping in the nonlinear quantum regime. Physical Review E. 108(5):055203.
application/pdf iconplasmon_dispersion.pdf
Rosas, LOP, Haas F.  2023.  Probing modified plasma waves in non-linear electrodynamics. Physics of Plasmas. 30:062112.
application/pdf iconprobing_modified_plasma_waves.pdf
Haas, F, Vidmar R.  2022.  Bernstein-Greene-Kruskal and Case-Van Kampen modes for the Landau-Vlasov equation. Atoms . 10(1):28.
application/pdf iconlandau_vlasov.pdf
Haas, F, Mahmood S.  2022.  Linear and nonlinear waves in quantum plasmas with arbitrary degeneracy of electrons. Reviews of Modern Plasma Physics. 6:7.
application/pdf iconarb-degenerate.pdf
Haas, F, Kröger M, Schlickeiser R.  2022.  Multi-Hamiltonian structure of the epidemics model accounting for vaccinations and a suitable test for the accuracy of its numerical solvers. J. Phys. A: Math. Theor.. 55(22):225206.
application/pdf iconmulti_hamiltonian.pdf
Haas, F, Soares LGF.  2022.  Nonlinear dynamics in isotropic and anisotropic magneto-optical traps. Atoms. 10(3):article83,9pages.
application/pdf iconnonl_dyn.pdf
Soares, LGF and Haas, F.  2021.  Dynamics and stability of axially symmetric atomic clouds in magneto-optical traps. Acta Physica Polonica. 139(6):659.
application/pdf icondynamics_stability.pdf
Soares, LGF and Haas, F.  2021.  Dynamics of an antiproton plasma in a time-dependent harmonic trap. Physics of Plasmas. 28(7):074502.
application/pdf icondynamics_antiproton.pdf