Dr. Holger Lang

Institute of Applied Dynamics

A generalised Fourier method to solve the initial boundary value problem for free vibrating viscoelastic beam models (2017) Lang H, Leyendecker S Conference contribution, Conference Contribution Complex frequency response for linear beams with Kelvin-Voigt viscoelastic material (2016) Lang H, Leyendecker S Conference contribution, Conference Contribution Various multibody dynamic models for the description of plane Kirchhoff rods (2015) Lang H, Leyendecker S, Laube H Conference contribution, Conference Contribution Integration of nonlinear models of flexible body deformation in multibody system dynamics (2014) Schulze M, Dietz S, Burgermeister B, Tuganov A, Lang H, Linn J, Arnold M Journal article, Review article Complex modal analysis for linear beams with Kelvin-Voigt material (2014) Lang H, Linn J, Leyendecker S Conference contribution, Conference Contribution Geometrically exact Cosserat rods with Kelvin-Voigt type viscous damping (2013) Linn J, Lang H, Tuganov A Journal article Numerical experiments for viscoelastic Cosserat rods with Kelvin-Voigt damping (2013) Lang H, Leyendecker S, Linn J Conference contribution, Conference Contribution Geometrically exact Cosserat rods with Kelvin-Voigt type viscous damping (2012) Linn J, Lang H, Tuganov A Conference contribution, Conference Contribution A discrete Cosserat rod model taking into account the effect of torsion warping suitable for the dynamic simulation of wind turbine rotor blades (2012) Lang H Conference contribution, Conference Contribution Numerical aspects in the dynamic simulation of geometrically exact rods (2012) Lang H, Arnold M Journal article, Original article