Post Doc

Representation of the sea ice concentration A using an adaptive mesh refinement strategy 

Publikationen

[1]  C. Mehlmann, T. Richter: A modified global Newton solver for viscous-plastic sea ice models,

Ocean Modeling 116, 2017, Pages 96-107

[2]  C. Mehlmann, T. Richter: A finite element multigrid-framework to solve the sea ice momentum

equation, Journal of Computational Physics 348, 2017, Pages 847-861

[3]  C. Mehlmann, T. Richter: An accelerated Newton method for nonlinear materials in structure mechanics and fluid mechanics, Numerical Mathematics and Advanced Applications - EnuMath 2017, Springer, 2019

[4]  C. Mehlmann, Ecient numerical methods to solve the viscous-plastic sea ice model at high spatial resolutions, PhD Thesis, dx.doi.org/10.25673/14011, 2019

[5]  C. Mehlmann, T.Richter: A goal oriented error estimator and mesh adaptivity for sea ice simulations, accepted, Ocean Modeling 2020 https://arxiv.org/abs/2002.04350

[6]  C. Mehlmann, P.Korn: Sea-ice on triangular grids, submitted, arxiv.org/abs/2006.00547, 2020

 

Kontakt

carolin.mehlmann@mpimet.mpg.de