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Dive into the research topics where F. Schmid is active.

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Featured researches published by F. Schmid.


Archive | 2008

Simulation of Elastoplastic Forming Processes Using Overlapping Domain Decomposition and Inexact Newton Methods

Stephan Brunssen; Corinna Hager; F. Schmid; Barbara I. Wohlmuth

Incremental metal cold forming is a forming technique using simple shaped, flexible tools moving on a CNC-path. These processes are in general very difficult to control. The aim of this contribution is to provide a partitioned solution scheme that will help to accelerate the implicit, quasi-static Finite Element simulation of such processes.


International Journal for Numerical Methods in Engineering | 2007

A fast and robust iterative solver for nonlinear contact problems using a primal‐dual active set strategy and algebraic multigrid

Stephan Brunssen; F. Schmid; Michael Schäfer; Barbara I. Wohlmuth


Finite Elements in Analysis and Design | 2005

An enhanced approach for shape optimization using an adaptive algorithm

F. Schmid; Kai Hirschen; Sebastian Meynen; Michael Schäfer


Archive | 2005

A fast and robust method for contact problems by combining a primal-dual active set strategy and algebraic multigrid methods

Stephan Brunssen; F. Schmid; M. Sch; Barbara I. Wohlmuth


Archive | 2005

Performance of Algebraic Multigrid Methods for Simulation of Incremental Forming Processes

F. Schmid; Michael Schäfer


Archive | 2008

Robust and efficient solution methods for process simulations of incremental forming

F. Schmid; Michael Schäfer; Peter Groche


Archive | 2008

An overlapping domain decomposition method with an elastoplastic coupling algorithm for the simulation of forming processes

Stephan Brunssen; C. Hager; F. Schmid; Barbara I. Wohlmuth


Archive | 2007

Investigation on Solution Method Enhancements for Incremental Forming Simulations by Adapted Algebraic Multigrid

Siegfried Bauer; F. Schmid; Michael Schäfer


Archive | 2007

Investigation of Enhancements in Incremental Forming Simulations using Algebraic Multigrid and Schur Complement Methods

F. Schmid; Michael Schäfer


Archive | 2006

Algebraic Multigrid Methods for Simulation of Incremental Forming Processes

F. Schmid; Michael Schäfer

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Michael Schäfer

Technische Universität Darmstadt

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Kai Hirschen

Technische Universität Darmstadt

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Peter Groche

Technische Universität Darmstadt

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Sebastian Meynen

Technische Universität Darmstadt

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Siegfried Bauer

Johannes Kepler University of Linz

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