Publications de Max Ludwig Hodapp

Efficient lattice Green's function method for bounded domain problems

William Curtin, Max Ludwig Hodapp, Ankit Gupta

The lattice Green's function method (LGFM) is the discrete counterpart of the continuum boundary element method and is a natural approach for solving intrinsically discrete solid mechanics problems that arise in atomistic-continuum coupling methods. Here, ...

Wiley2022

Lattice Green function methods for atomistic/continuum coupling: Theory and data-sparse implementation

Guillaume Anciaux, William Curtin, Max Ludwig Hodapp

2019

The Coupled Atomistic/Discrete-Dislocation method in 3d part I: Concept and algorithms

Jean-François Molinari, Guillaume Anciaux, William Curtin, Till Junge, Max Ludwig Hodapp

2018

Coupled atomistic/discrete dislocation method in 3D Part II: Validation of the method

Jean-François Molinari, Guillaume Anciaux, William Curtin, Max Ludwig Hodapp

2018

On flexible Green function methods for atomistic/continuum coupling

Max Ludwig Hodapp

Atomistic/continuum (A/C) coupling schemes have been developed during the past twenty years to overcome the vast computational cost of fully atomistic models, but have not yet reached full maturity to address many problems of practical interest. This work ...

EPFL2018

The finite element square reduced (FE2R) method with GPU acceleration: towards three-dimensional two-scale simulations

Max Ludwig Hodapp

The FE2 method is a renown computational multiscale simulation technique for solid materials with fine-scale microstructure. It allows for the accurate prediction of the mechanical behavior of structures made of heterogeneous materials with nonlinear mater ...

Wiley-Blackwell2016