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Philippe Ghendrih - MaRDI portal

Philippe Ghendrih

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Person:1004383

Available identifiers

zbMath Open ghendrih.philippeMaRDI QIDQ1004383

List of research outcomes

PublicationDate of PublicationType
Global fluid simulations of edge plasma turbulence in tokamaks: a review2024-04-17Paper
Non-uniform splines for semi-Lagrangian kinetic simulations of the plasma sheath2023-06-16Paper
A multi-species collisional operator for full-F global gyrokinetics codes: numerical aspects and verification with the GYSELA code2023-05-05Paper
Verification and accuracy check of simulations with pope and ipope2023-01-11Paper
Collisional relaxation and dynamical scaling in multiparticle collisions dynamics2020-05-19Paper
A hybrid discontinuous Galerkin method for tokamak edge plasma simulations in global realistic geometry2019-07-04Paper
A 5D gyrokinetic full-\(f\) global semi-Lagrangian code for flux-driven ion turbulence simulations2017-12-05Paper
Collisions in magnetised plasmas2016-02-15Paper
Optimizing the parallel scheme of the Poisson solver for the reduced kinetic code TERESA2015-11-17Paper
Accuracy of unperturbed motion of particles in a gyrokinetic semi-Lagrangian code2012-09-03Paper
Penalization modeling of a limiter in the Tokamak edge plasma2010-03-12Paper
TOKAM-3D: a 3D fluid code for transport and turbulence in the edge plasma of tokamaks2010-01-25Paper
Barriers for the reduction of transport due to theE×Bdrift in magnetized plasmas2009-03-06Paper
Existence and uniqueness of the electric potential profile in the edge of tokamak plasmas when constrained by the plasma-wall boundary physics2009-03-04Paper
Reduction and approximation in guiding-center dynamics2008-12-12Paper
Intermittency in flux driven kinetic simulations of trapped ion turbulence2007-10-05Paper
Defining an equilibrium state in global full-\(f\) gyrokinetic models2007-10-05Paper
Computing ITG turbulence with a full-\(f\) semi-Lagrangian code2007-10-05Paper
Universality in the transition to chaos of dissipative systems1986-01-01Paper

Research outcomes over time


Doctoral students

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