Publikationen von E. Sonnendrücker

Bell, D.; Campos Pinto, M.; Possanner, S.; Sonnendrücker, E.: The linearized Vlasov–Maxwell system as a Hamiltonian system. Journal of Computational Physics 555, 114765 (2026)

Jiang, P. Y.; Hatzky, R.; Lu, Z.; Sonnendrücker, E.; Borchardt, M.; Kleiber, R.; Campos Pinto, M.; Remmerswaal, R.: Polar spline discretizations with high-order regularity at the origin. Journal of Computational Physics 564, 115129 (2026)

Qu, Z. S.; Cho, Y. W.; Chai, C. K.; Go, M.; Bigue, R.; Donnel, P.; Obrejan, K.; Ban, Y. W.; De Gianni, L.; Dif-Pradalier, G. et al.; Garbet, X.; Grandgirard, V.; Lim, K.; Ng, J. Y.; Raj, S.; Sarazin, Y.; Sonnendrücker, E.; Varennes, R.; Wan, C. G.: Electromagnetic version of the flux-driven full-F global gyrokinetic code GYSELA. Journal of Computational Physics 563, 115070 (2026)

Vidal, P.; Bourne, E.; Grandgirard, V.; Mehrenberger, M.; Sonnendrücker, E.: Local cubic spline interpolation for Vlasov-type equations on a multi-patch geometry. Journal of Scientific Computing 106, 58 (2026)

Fambri, F.; Sonnendrücker, E.: Structure preserving hybrid Finite Volume Finite Element method for compressible MHD. Journal of Computational Physics 523, 113691 (2025)

Lu, Z.; Meng, G.; Hatzky, R.; Sonnendrücker, E.; Mishchenko, A.; Chen, J.; Lauber, P.; Zonca, F.; Hoelzl, M.: Gyrokinetic electromagnetic particle simulations in triangular meshes with C1 finite elements. Plasma Physics and Controlled Fusion 67, 015015 (2025)

Lu, Z.; Meng, G.; Hatzky, R.; Sonnendrücker, E.; Mishchenko, A.; Hoelzl, M.: Generalized mixed variable-pullback scheme with ideal/non-ideal Ohm’s law and pure symplectic scheme for electromagnetic gyrokinetic simulations. Physics of Plasmas 32, 122112 (2025)

Lu, Z.; Meng, G.; Sonnendrücker, E.; Hatzky, R.; Mishchenko, A.; Zonca, F.; Lauber, P.; Hoelzl, M.: Piecewise field-aligned finite element method for multi-mode nonlinear particle simulations in tokamak plasmas. Journal of Plasma Physics 91 (2), E48 (2025)

Meng, G.; Kormann, K.; Poulsen, E.; Sonnendrücker, E.: A geometric Particle-In-Cell discretization of the drift-kinetic and fully kinetic Vlasov–Maxwell equations. Plasma Physics and Controlled Fusion 67, 055007 (2025)

Remmerswaal, R.; Hatzky, R.; Sonnendrücker, E.: Gauge-invariant variational formulations of electromagnetic gyrokinetic theory. Journal of Plasma Physics 91 (4), E127 (2025)

Bahari, M.; Habbal, A.; Ratnani, A.; Sonnendrücker, E.: Adaptive Isogeometric Analysis using optimal transport and their fast solvers. Computer Methods in Applied Mechanics and Engineering 418 (Part B), 116570 (2024)

Barham, W.; Güclü, Y.; Morrison, P. J.; Sonnendrücker, E.: A self-consistent Hamiltonian model of the ponderomotive force and its structure preserving discretization. Physics of Plasmas 31, 013905 (2024)

Campos Pinto, M.; Ameres, J.; Kormann, K.; Sonnendrücker, E.: On Variational Fourier Particle Methods. Journal of Scientific Computing 101, 68 (2024)

Kormann, K.; Sonnendrücker, E.: A Dual Grid Geometric Electromagnetic Particle in Cell Method. SIAM Journal on Scientific Computing 46 (5), S. B621 - B646 (2024)

Li, Y.; Campos Pinto, M.; Holderied, F.; Possanner, S.; Sonnendrücker, E.: Geometric Particle-In-Cell discretizations of a plasma hybrid model with kinetic ions and mass-less fluid electrons. Journal of Computational Physics 498, 112671 (2024)

Li, Y.; Holderied, F.; Possanner, S.; Sonnendrücker, E.: Canonical variables based numerical schemes for hybrid plasma models with kinetic ions and massless electrons. Journal of Computational Physics 505, 112916 (2024)

Barham, W.; Morrison, P. J.; Sonnendrücker, E.: A Hamiltonian and geometric formulation of general Vlasov-Maxwell-type models. Fundamental Plasma Physics 5, 100016 (2023)

Bourne, E.; Leleux, P.; Kormann, K.; Kruse, C.; Grandgirard, V.; Güclü, Y.; Kühn, M. J.; Rüde, U.; Sonnendrücker, E.; Zoni, E.: Solver comparison for Poisson-like equations on tokamak geometries. Journal of Computational Physics 488, 112249 (2023)

Fambri, F.; Zampa, E.; Busto, S.; Rio-Martin, L.; Hindenlang, F.; Sonnendrücker, E.; Dumbser, M.: A well-balanced and exactly divergence-free staggered semi-implicit hybrid finite volume / finite element scheme for the incompressible MHD equations. Journal of Computational Physics 493, 112493 (2023)

Campos Pinto, M.; Kormann, K.; Sonnendrücker, E.: Variational Framework for Structure-Preserving Electromagnetic Particle-in-Cell Methods. Journal of Scientific Computing 91, 46 (2022)