FERNANDO HAAS
Instituto de Física - Universidade Federal do Rio Grande do Sul
Av. Bento Gonçalves 9500 - Caixa Postal 15051 - CEP 91501-970 - Porto Alegre, RS, Brasil
(email)
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2024
Haas, F.
2024.
Derivation of Dirac exchange interaction potential from quantum plasma kinetic theory
.
Physica Scripta. 99(7):075613.
derivation_dirac.pdf
Bourscheidt, L, Haas F.
2024.
Methodological notes on gauge invariance in the treatment of waves and oscillations in plasmas via the Einstein-Vlasov-Maxwell system: Fundamental equations
.
Physical Review E. 110(2):025207.
methodological_notes.pdf
Haas, F.
2024.
On the damped Pinney equation from Noether symmetry principles
.
Symmetry. 16(1):1310(9pp).
damped_pinney_arxiv.pdf
Haas, F.
2024.
Two-dimensional fireballs as a Lagrangian Ermakov system
.
Physics Letters A. 524:19837.
fireballs.pdf
2023
Mendonça, JT, Haas F.
2023.
Compton scattering of plasmons
.
Physica Scripta. 98(6):065603.
compton_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.
electron_holes_regularized_kappa.pdf
Haas, F.
2023.
Noether symmetries and conservation laws of a reduced gauged bilayer graphene model
.
Physics Letters A. 482:129034.
bilayer_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.
plasmon_dispersion.pdf
Rosas, LOP, Haas F.
2023.
Probing modified plasma waves in non-linear electrodynamics
.
Physics of Plasmas. 30:062112.
probing_modified_plasma_waves.pdf
2022
Haas, F, Vidmar R.
2022.
Bernstein-Greene-Kruskal and Case-Van Kampen modes for the Landau-Vlasov equation
.
Atoms . 10(1):28.
landau_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.
arb-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.
multi_hamiltonian.pdf
Haas, F, Soares LGF.
2022.
Nonlinear dynamics in isotropic and anisotropic magneto-optical traps
.
Atoms. 10(3):article83,9pages.
nonl_dyn.pdf
2021
Soares, LGF and Haas, F.
2021.
Dynamics and stability of axially symmetric atomic clouds in magneto-optical traps
.
Acta Physica Polonica. 139(6):659.
dynamics_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.
dynamics_antiproton.pdf
Haas, F.
2021.
Electron holes in a kappa distribution background with singularities
.
Physics of Plasmas. 28(7):072110.
hole_singular.pdf
Haas, F.
2021.
Exchange fluid model derived from quantum kinetic theory for plasmas
.
Contributions to Plasma Physics. :e202100046.
exchange_fluid.pdf
Haas, F.
2021.
Relativistic Ermakov-Milne-Pinney systems and first integrals
.
Physics. 3(1):59.
relativistic_pinney.pdf
2020
Haas, F.
2020.
Bernstein-Greene-Kruskal approach for the quantum Vlasov equation
.
Europhysics Letters. 132(2):20006.
quantum Bernstein-Greene-Kruskal.pdf
Haas, F, Soares LGF.
2020.
Nonlinear oscillations of non-neutral plasmas in a time-dependent harmonic trap
.
Physics of Plasmas. 27(6):062307.
time_dependent_trap.pdf
2019
Haas, F.
2019.
Kinetic theory derivation of exchange-correlation in quantum plasma hydrodynamics
.
Plasma Physics and Controlled Fusion. 61(4):044001.
kinetic_theory.pdf
Haas, F, Gaete P, Rosas LOP, Helayël-Neto JA.
2019.
Modified plasma waves described by a logarithmic electrodynamics
.
Physics of Plasmas . 26(4):042108.
modified_plasma.pdf
Haas, F.
2019.
Neutrino oscillations and instabilities in degenerate relativistic astrophysical plasmas
.
Physical Review E. 99(6):063209.
neutrino_oscillations.pdf
Soares, LGF, Haas F.
2019.
Nonlinear oscillations of ultra-cold atomic clouds in a magneto-optical trap
.
Physica Scripta. 94(12):125214.
nonlinear_oscillations.pdf
2018
Haas, F, Soares LGF.
2018.
Large amplitude oscillations in a trapped dissipative electron gas
.
Phys. Plasmas. 25(1):012310.
large_amplitude.pdf
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Recent Publications
Derivation of Dirac exchange interaction potential from quantum plasma kinetic theory
Methodological notes on gauge invariance in the treatment of waves and oscillations in plasmas via the Einstein-Vlasov-Maxwell system: Fundamental equations
Two-dimensional fireballs as a Lagrangian Ermakov system
On the damped Pinney equation from Noether symmetry principles
Compton scattering of plasmons
Probing modified plasma waves in non-linear electrodynamics
more