Lang, Holger

2007

• Lang H.:
  The difference of the solutions of the elastic and elastoplastic boundary value problem and an approach to multiaxial stress-strain correction (Dissertation, 2007)

2002

• Lang H.:
  Die Fläche von Costa, Hoffman und Meeks: Eine vollständige, in den IR³ eingebettete Minimalfläche von Geschlecht Eins, mit drei Enden und endlicher Gaußscher Totalkrümmung -12 pi (Diploma thesis, 2002)

2025

• Lang H., Sato Martin de Almagro R., Wang T., Stavole M., Linn J., Leyendecker S.:
  A Discrete Mechanics Approach to the Cosserat Rod Theory — Part II: Geometric Insights About Static Equilibria on Vertex and Staggered Grids
  In: International Journal for Numerical Methods in Engineering 126 (2025), Article No.: e70190
  ISSN: 0029-5981
  DOI: 10.1002/nme.70190

2014

• Schulze M., Dietz S., Burgermeister B., Tuganov A., Lang H., Linn J., Arnold M.:
  Integration of nonlinear models of flexible body deformation in multibody system dynamics
  In: Journal of Computational and Nonlinear Dynamics 9 (2014)
  ISSN: 1555-1423
  DOI: 10.1115/1.4025279

2013

• Linn J., Lang H., Tuganov A.:
  Geometrically exact Cosserat rods with Kelvin-Voigt type viscous damping
  In: Mechanical Sciences 4 (2013), p. 79-96
  ISSN: 2191-9151
  DOI: 10.5194/ms-4-79-2013

2012

• Lang H., Arnold M.:
  Numerical aspects in the dynamic simulation of geometrically exact rods
  In: Applied Numerical Mathematics (2012)
  ISSN: 0168-9274

2011

• Lang H., Linn J., Arnold M.:
  Multibody dynamics simulation of geometrically exact Cosserat rods
  In: Multibody System Dynamics 25 (2011), p. 285 - 312
  ISSN: 1384-5640

2009

• Lang H., Dreßler K., Pinnau R., Speckert M.:
  Comparison of the solutions of the elastic and elastoplastic boundary value problems
  In: Zeitschrift für Angewandte Mathematik und Physik 61 (2009), p. 635 - 653
  ISSN: 0044-2275
• Lang H., Dreßler K., Pinnau R., Speckert M.:
  Notes on Lipschitz estimates for the stop and play operator in plasticity
  In: Applied Mathematics Letters 22 (2009), p. 623 - 627
  ISSN: 0893-9659

2017

• Lang H., Leyendecker S.:
  A generalised Fourier method to solve the initial boundary value problem for free vibrating viscoelastic beam models
  ECCOMAS Thematic Conference on Mutlibody Dynamics (Prague, 2017-06-19 - 2017-06-22)
  In: Proceedings of the ECCOMAS Thematic Conference on Mutlibody Dynamics 2017

2016

• Lang H., Leyendecker S.:
  Complex frequency response for linear beams with Kelvin-Voigt viscoelastic material
  4th Joint International Conference on Multibody System Dynamics (Montreal, 2016-05-29 - 2016-06-02)
  In: Proceedings of the 4th Joint International Conference on Multibody System Dynamics 2016

2015

• Lang H., Leyendecker S., Laube H.:
  Various multibody dynamic models for the description of plane Kirchhoff rods
  ECCOMAS Thematic Conference on Multibody Dynamics (Barcelona, 2015-06-29 - 2015-07-02)
  In: Proceedings of the ECCOMAS Thematic Conference on Multibody Dynamics 2015

2014

• Lang H., Linn J., Leyendecker S.:
  Complex modal analysis for linear beams with Kelvin-Voigt material
  GAMM Annual Meeting (Erlangen, 2014-03-10 - 2014-03-14)
  In: Proc. Appl. Math. Mech (PAMM) 2014

2013

• Lang H., Leyendecker S., Linn J.:
  Numerical experiments for viscoelastic Cosserat rods with Kelvin-Voigt damping
  ECCOMAS Thematic Conference on Mutlibody Dynamics (Zagreb, 2013-07-01 - 2013-07-04)
  In: Proceedings of the ECCOMAS Thematic Conference on Mutlibody Dynamics 2013

2012

• Lang H.:
  A discrete Cosserat rod model taking into account the effect of torsion warping suitable for the dynamic simulation of wind turbine rotor blades
  GAMM Annual Meeting (Darmstadt, 2012-03-26 - 2012-03-30)
  In: Proc. Appl. Math. Mech. (PAMM) 2012
• Lang H., Linn J.:
  On the effect of the discretisation scheme on the eigenfrequencies and modes of shear flexible rods
  The Second Joint International Conference on Multibody System Dynamics IMSD (Stuttgart, 2012-05-29 - 2012-06-01)
• Linn J., Lang H., Tuganov A.:
  Geometrically exact Cosserat rods with Kelvin-Voigt type viscous damping
  The Second Joint International Conference on Multibody System Dynamics IMSD (Stuttgart, 2012-05-29 - 2012-06-01)

2010

• Herrmanns O., Stephan T., Lang H., Linn J.:
  Optimale Pfadplanung und interaktive Simulation flexibler Kabel und Schläuche
  6. ATZproduktion Fachtagung - Zukunft Automobilmontage (Wolfsburg)

2009

• Lang H., Linn J.:
  A second order semi-discrete Cosserat rod model suitable for dynamic simulations in real time
  7th International Conference on Numerical Analysis and Applied Mathematics (ICNAAM) (Rethymno)
• Lang H., Linn J., Arnold M.:
  Multibody dynamics simulation of geometrically exact Cosserat rods
  ECCOMAS Thematic Conference on Multibody Dynamics (Warschau, 2009-06-29 - 2009-07-02)

2008

• Lang H., Dreßler K.:
  An improved multiaxial stress-strain correction model for elastic FE postprocessing
  6th International Conference on Low Cycle Fatigue (Berlin)

2010

• Lang H.:
  Comparison of quaternionic and rotation-free null space formalisms for multibody dynamics
  180 (2010)
  (Techreport)

2009

• Lang H., Linn J.:
  Lagrangian field theory in space and time for geometrically exact Cosserat rods
  150 (2009)
  (Techreport)

2007

• Lang H.:
  A condition that a continuously deformed, simply connected body does not penetrate itself
  (2007), p. 10
  (Techreport)
• Lang H., Dreßler K., Pinnau R.:
  A piecewise analytical solution of Jiang's model of elastoplasticity
  272 (2007)
  (Techreport)

2006

• Lang H., Dressler K., Pinnau R., Bitsch G.:
  A homotopy between the solutions of the elastic and the elastoplastic boundary value problem
  (2006), p. 10
  (Techreport)
• Lang H., Dreßler K., Pinnau R.:
  Error estimates for quasistatic global elastic correction and linear kinematic hardening material
  (2006), p. 21
  (Techreport)

2005

• Lang H.:
  Notes at the embeddedness of the minimal surface of Costa, Hoffman and Meeks
  (2005), p. 9
  (Techreport)
• Lang H., Dressler K., Pinnau R.:
  A multiaxial stress-strain correction scheme
  (2005), p. 19
  (Techreport)
• Lang H., Dressler K., Pinnau R.:
  Parameter optimization for a multiaxial stress-strain correction scheme
  (2005)
  (Techreport)