13 citations · 51 across the 12 of their papers we have counts for
12 papers
Rigidity of symmetric doubly-periodic water waves near shear flows
Douglas Svensson Seth, Kristoffer Varholm, Erik Wahlén +1
We prove that symmetric, doubly periodic, capillary-gravity water waves in finite depth bifurcating from non-uniform non-stagnant shear flows are necessarily two-dimensional to lea…
An improved upper bound for the Froude number of irrotational solitary water waves
Evgeniy Lokharu, Jörg Weber
A classical and central problem in the theory of water waves is to classify parameter regimes for which non-trivial solitary waves exist. In the two-dimensional, irrotational, pure…
Axisymmetric capillary water waves with vorticity and swirl connecting to static unduloid configurations
Anna-Mariya Otsetova, Erik Wahlén, Jörg Weber
We study steady axisymmetric water waves with general vorticity and swirl, subject to the influence of surface tension. Explicit solutions to such a water wave problem are static c…
Controlling a Vlasov-Poisson plasma by a Particle-In-Cell method based on a Monte Carlo framework
Jan Bartsch, Patrik Knopf, Stefania Scheurer +1
The Vlasov-Poisson system describes the time evolution of a plasma in the so-called collisionless regime. The investigation of a high-temperature plasma that is influenced by an ex…
On the amplitude of steady water waves with positive constant vorticity
Evgeniy Lokharu, Erik Wahlén, Jörg Weber
For two-dimensional steady pure-gravity water waves with a unidirectional flow of constant favourable vorticity, we prove an explicit bound on the amplitude of the wave, which deca…
Large-amplitude steady gravity water waves with general vorticity and critical layers
Erik Wahlén, Jörg Weber
We consider two-dimensional steady periodic gravity waves on water of finite depth with a prescribed but arbitrary vorticity distribution. The water surface is allowed to be overha…
Bifurcation analysis for axisymmetric capillary water waves with vorticity and swirl
André Erhardt, Erik Wahlén, Jörg Weber
We study steady axisymmetric water waves with general vorticity and swirl, subject to the influence of surface tension. This can be formulated as an elliptic free boundary problem…
Global bifurcation of capillary-gravity water waves with overhanging profiles and arbitrary vorticity
Erik Wahlén, Jörg Weber
We study two-dimensional periodic capillary-gravity water waves propagating at the free surface of water in a flow with arbitrary, prescribed vorticity over a flat bed. Using confo…
On the two and one-half dimensional Vlasov-Poisson system with an external magnetic field: global well-posedness and stability of confined steady states
Patrik Knopf, Jörg Weber
The time evolution of a two-component collisionless plasma is modeled by the Vlasov-Poisson system. In this work, the setting is two and one-half dimensional, that is, the distribu…
A numerical stability analysis for the Einstein-Vlasov system
Sebastian Günther, Jacob Körner, Timo Lebeda +4
We investigate stability issues for steady states of the spherically symmetric Einstein-Vlasov system numerically in Schwarzschild, maximal areal, and Eddington-Finkelstein coordin…
Confined Steady States of a Relativistic Vlasov-Maxwell Plasma in a Long Cylinder
Jörg Weber
The time evolution of a collisionless plasma is modeled by the relativistic Vlasov-Maxwell system which couples the Vlasov equation (the transport equation) with the Maxwell equati…
Optimal Control of a Hot Plasma
Jörg Weber
The time evolution of a collisionless plasma is modeled by the relativistic Vlasov-Maxwell system which couples the Vlasov equation (the transport equation) with the Maxwell equati…