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Publications


2012

  • Heribert Blum, Andreas Rademacher and Andreas Schröder: "Goal oriented error control for frictional contact problems in metal forming", Key Engineering Materials,504-506, pp. 987-992, 2012
  • Michael Andres, Heribert Blum, Christina Brandt, Carsten Carstensen, Peter Maaß, Jenny Niebsch, Andreas Rademacher, Ronny Ramlau, Andreas Schröder, Ernst P. Stephan, Sebastian Wiedemann: "Adaptive Finite Elements and Mathematical Optimization Methods" Process Machine Interactions, Prediction and Manipulation of Interactions between Manufacturing Processes and Machine Tool Structures, Springer, pp. 53-80, 2012
  • Dirk Biermann, Heribert Blum, Andreas Rademacher, Anastasia V. Scheidler, Klaus Weinert: "Simulation of Process Machine Interaction in NC-Shape Grinding" Process Machine Interactions, Prediction and Manipulation of Interactions between Manufacturing Processes and Machine Tool Structures, Springer, pp. 121-142, 2012

2011

  • Andreas Schröder and Andreas Rademacher: "Goal-oriented error control in adaptive mixed FEM for Signorini's Problem" Comp. Meth. Appl. Mech. Engrg., 200, pp. 345-355, 2011
  • Andreas Schröder, Heribert Blum, Heiko Kleemann and Andreas Rademacher: "Mixed FEM of Higher Order for Contact Problems with Friction" IJNAM, 8, pp. 302-323, 2011

2010

  • Heribert Blum and Andreas Rademacher: "Adaptive Finite Element Discretisation of the Spindle Grinding Wheel System" In: Proceedings in Industrial Mathematics at ECMI 2008, Springer, pp. 499-504, 2010

2009

  • Schröder, A.: Goal-oriented error control in h- and hp-adaptive fem for Signorini's problem. accepted for publication in 18th International Conference Computer Methods in Mechanics, 2009
  • Weichert, F.: Schröder, A.; Landes, C.; Shamaa, A.; Awad, S.; Walczak, L.; Müller, H.; Wagner, M.: Computation of a finite element-conformal tetrahedral meshapproximation for simulated soft tissue deformation using a deformable surface model. submitted to Medical & Biological Engineering & Computing,2009
  • Weichert, F.; Schröder, A.; Landes, C.; Walczak, L.; Müller, H.; Wagner, M.: Netzgenerierung und Finite-Elemente Simulation muskulärer Strukturen unter Beachtung korrespondierender histologischer Schnittpräparate. accepted for publication in Bildverarbeitung für die Medizin (BVM),2009

2008

  • Aurich, J.; Biermann, D.; Blum, H.; Brecher, C.; Carstensen, C.; Denkena, B.; Klocke, F.; Kröger, M.; Steinmann, P.; Weinert, K.: Modelling and Simulation of Process – Machine Interaction in Grinding, Production Engineering - Research and Development, Springer Berlin / Heidelberg, 2008
  • Biermann, D.; Blum, H.; Jansen, T.; Rademacher, A.; Scheidler, A.; Schröder, A.; Weinert, K.: Space Adaptive Finite Element Methods for Dynamic Signorini Problems in the Simulation of the NC-Shape Grinding Process, Proceedings of the 1st Cirp International Conference on Process Machine Interactions (PMI), Hannover, Germany, S. 309-316, 2008
  • Blum, H.; Rademacher, A.; Schröder, A.: Space adaptive Finite Element Methods for Dynamic Obstacle Problems, ETNA, special issue on the 20th Chemnitz FEM Symposium, Chemnitz, 2007
  • Weinert, K.; Blum, H.; Jansen, T.; Mohn, T.; Noyen, M.; Rademacher, A.: Verfahrensspezifische Modellbildung für die Belastung beim Schleifen, Jahr-buch Schleifen, Honen, Läppen und Polieren, Hrsg. Hoffmeister, H.-W.; Denkena, B.; Vulkan-Verlag, Essen, 63, S. 24-38, 2007
  • Biermann, D.; Blum, H.; Rademacher, A.; Schäckelhoff, M., Scheidler, A.;Weinert, K.: Bestimmung der Materialparameter des Spindel-Schleifscheiben-Systems mittels numerischerParameteridentifikation, Ergebnisberichte Angewandte Mathematik, No. 376T, 2008
  • Blum, H.; Rademacher, A.: Adaptive Finite Element Discretisation of the Spindle Grinding Wheel System, Ergebnisberichte Angewandte Mathematik, No. 375, 2008
  • Blum, H.; Rademacher, A.; Schröder A.: Space adaptive Finite Element Methods for Dynamic Signorini Problems, Institut für Mathematik, Humboldt Universität zu Berlin, Preprint 08-09, 2008
  • Denkena, B.; Deichmüller, M.; Kröger, M.; Popp, K.-M.; Carstensen, C.; Schröder, A.; Wiedemann, S.: Geometrical analysis of the complex contact area for modeling the local distribution of process forces in tool grinding. International Conference on Process MachineInteractions - Proceedings, 2008 Schröder, A.: Adaptive finite element methods for variational inequalities. Preprint Series, Institut für Mathematik, Humboldt-Universität zuBerlin (ISSN 0863-0976), 08-10, submitted to PAMM, 2008
  • Schröder, A.: Constraints coefficients in hp-fem. Numerical Mathematics and Advanced Applications, ENUMATH2007, pages 183--190, 2008
  • Schröder, A.; Blum, H.:. Projective sor-procedures for Signorini problems. International Conference on Numerical Analysis and Applied Mathematics 2008, AIP Conference Proceedings 1048, pages 474--477, 2008
  • Schröder, A.; Blum, H.: Projective sor-procedures for Signorini problems in linearelasticity. Humboldt-Universität zu Berlin, Institut für Mathematik, Preprint 08-11, submitted to Calcolo, 2008

2007

  • Weinert, K.; Blum, H.; Jansen, T.; Rademacher, A.: Simulation Based Optimization of the NC-Shape Grinding Process with Toroid Grinding Wheels. Production Engineering – Research and Development, Annals of the German Academic Society for Production Engineering, [Link]
  • Weinert, K.; Blum, H; Kuhlenkötter, B.; Schröder,A.; Zhang, X., Scheele, C.; Surmann, T.: New methods for calculating the force distribution within belt grinding processes. Production Engineering, Springer, 1(3):285--289, 2007

2006

  • Blum, H.; Jansen, T.; Rademacher, A.; Weinert, K.: Finite Elements in Space and Time for Dynamic Contact Problems. Ergebnisberichte Angewandte Mathematik, No. 322 (2006), [Link]
  • Weinert, K.; Blum, H.; Jansen, T.; Mohn, T.; Rademacher, A.: Angepasste Simulationstechnik zur Analyse NC-gesteuerter Formschleifprozesse. ZWF Zeitschrift für wirtschaftlichen Fabrikbetrieb, 101 (2006) 7-8, Carl Hanser Verlag, S. 422-425
  • Schröder, A.: Error controlled adaptive h- and hp- finite elements methods for contact problems with applications in production engineering. (Fehlerkontrollierte adaptive h- und hp-Finite-Elemente-Methoden für Kontaktprobleme mit Anwendungen in der Fertigungstechnik.). PhD thesis, Dortmund: Univ. Dortmund, Fachbereich Mathematik (Diss.). Bayreuther Math. Schr. 78, xviii, 216p., 2006

2005

  • Kleemann, H.: Dual gewichtete Fehlerschätzungen bei elliptischen Variationsungleichungen. Diplomarbeit am Lehrstuhl X für Wissenschaftliches Rechnen, 2005 Rademacher, A.: Finite-Elemente-Diskretisierungen für dynamische Probleme mit Kontakt. Diplomarbeit am Lehrstuhl X für Wissenschaftliches Rechnen, 2005, [Link]

2004

  • M.Cabaravdic, K.Kneupner, B.Kuhlenkoetter, A.Schröder. Force-distribution model by the belt grinding with elastic contact wheel. 8th. International Research/Expert Conference ''Trendsin theDevelopment of Machinery and Associated Technology'', 2004