A. Janz

发表

A comparison of DAE integrators in the context of benchmark problems for flexible multibody dynamics

Peter Betsch, Marlon Franke, Alexander Janz, 2015 .

Structure‐preserving space‐time discretization of a mixed formulation for quasi‐incompressible large strain elasticity in principal stretches

P. Betsch, M. Franke, A. Janz, 2019, International Journal for Numerical Methods in Engineering.

MIXED INTEGRATORS FOR STRUCTURE-PRESERVING SIMULATIONS IN NONLINEAR STRUCTURAL DYNAMICS

P. Betsch, C. Hesch, A. Janz, 2016 .

An energy momentum consistent integration scheme using a polyconvexity‐based framework for nonlinear thermo‐elastodynamics

M. Schiebl, P. Betsch, A. Janz, 2018, International Journal for Numerical Methods in Engineering.

A mixed variational framework for the design of energy–momentum schemes inspired by the structure of polyconvex stored energy functions

Peter Betsch, Alexander Janz, Christian Hesch, 2018, Computer Methods in Applied Mechanics and Engineering.

A MIXED VARIATIONAL FRAMEWORK FOR NON-LINEAR ELECTRO-ELASTODYNAMICS

A. J. Gil, P. Betsch, R. Ortigosa, 2018 .

An energy–momentum consistent method for transient simulations with mixed finite elements developed in the framework of geometrically exact shells

Peter Betsch, Alexander Janz, P. Betsch, 2016 .

An algorithmic stress formula for energy conserving time integration in a mixed framework for polyconvex large strain elasticity

C. Hesch, A. Janz, B. Peter, 2017 .

An energy–momentum time integration scheme based on a convex multi-variable framework for non-linear electro-elastodynamics

Peter Betsch, Marlon Franke, Rogelio Ortigosa, 2018, Computer Methods in Applied Mechanics and Engineering.

A framework for polyconvex large strain phase-field methods to fracture

Peter Betsch, Marlon Franke, Rogelio Ortigosa, 2017 .

A mixed variational framework for the design of energy–momentum integration schemes based on convex multi-variable electro-elastodynamics

Peter Betsch, Marlon Franke, Rogelio Ortigosa, 2019, Computer Methods in Applied Mechanics and Engineering.