A 4-node finite shell element for the implementation of general hyperelastic 3D-elasticity at finite strains P Betsch, F Gruttmann, E Stein Computer Methods in Applied Mechanics and Engineering 130 (1-2), 57-79, 1996 | 316 | 1996 |
An assumed strain approach avoiding artificial thickness straining for a non‐linear 4‐node shell element P Betsch, E Stein Communications in Numerical Methods in Engineering 11 (11), 899-909, 1995 | 254 | 1995 |
Frame‐indifferent beam finite elements based upon the geometrically exact beam theory P Betsch, P Steinmann International journal for numerical methods in engineering 54 (12), 1775-1788, 2002 | 209 | 2002 |
The discrete null space method for the energy consistent integration of constrained mechanical systems. Part II: Multibody dynamics P Betsch, S Leyendecker International journal for numerical methods in engineering 67 (4), 499-552, 2006 | 189 | 2006 |
On the parametrization of finite rotations in computational mechanics: a classification of concepts with application to smooth shells P Betsch, A Menzel, E Stein Computer Methods in Applied Mechanics and Engineering 155 (3-4), 273-305, 1998 | 188 | 1998 |
The discrete null space method for the energy consistent integration of constrained mechanical systems: Part I: Holonomic constraints P Betsch Computer Methods in Applied Mechanics and Engineering 194 (50-52), 5159-5190, 2005 | 182 | 2005 |
Conservation properties of a time FE method—part II: Time‐stepping schemes for non‐linear elastodynamics P Betsch, P Steinmann International Journal for Numerical Methods in Engineering 50 (8), 1931-1955, 2001 | 176 | 2001 |
Constrained integration of rigid body dynamics P Betsch, P Steinmann Computer methods in applied mechanics and engineering 191 (3-5), 467-488, 2001 | 143 | 2001 |
Rigid body dynamics in terms of quaternions: Hamiltonian formulation and conserving numerical integration P Betsch, R Siebert International journal for numerical methods in engineering 79 (4), 444-473, 2009 | 128 | 2009 |
Isogeometric analysis and domain decomposition methods C Hesch, P Betsch Computer Methods in Applied Mechanics and Engineering 213, 104-112, 2012 | 127 | 2012 |
Conservation properties of a time FE method—part III: mechanical systems with holonomic constraints P Betsch, P Steinmann International Journal for Numerical Methods in Engineering 53 (10), 2271-2304, 2002 | 119 | 2002 |
Conservation properties of a time FE method. Part I: time‐stepping schemes for N‐body problems P Betsch, P Steinmann International Journal for Numerical Methods in Engineering 49 (5), 599-638, 2000 | 119 | 2000 |
Inherently energy conserving time finite elements for classical mechanics P Betsch, P Steinmann Journal of Computational Physics 160 (1), 88-116, 2000 | 115 | 2000 |
A mortar method for energy‐momentum conserving schemes in frictionless dynamic contact problems C Hesch, P Betsch International Journal for Numerical Methods in Engineering 77 (10), 1468-1500, 2009 | 111 | 2009 |
Energy-momentum conserving integration of multibody dynamics P Betsch, S Uhlar Multibody System Dynamics 17, 243-289, 2007 | 99 | 2007 |
Validation of flexible multibody dynamics beam formulations using benchmark problems OA Bauchau, P Betsch, A Cardona, J Gerstmayr, B Jonker, P Masarati, ... Multibody system dynamics 37, 29-48, 2016 | 90 | 2016 |
Numerical implementation of multiplicative elasto-plasticity into assumed strain elements with application to shells at large strains P Betsch, E Stein Computer methods in applied mechanics and engineering 179 (3-4), 215-245, 1999 | 89 | 1999 |
Constrained dynamics of geometrically exact beams P Betsch, P Steinmann Computational Mechanics 31, 49-59, 2003 | 88 | 2003 |
The discrete null space method for the energy-consistent integration of constrained mechanical systems. Part III: Flexible multibody dynamics S Leyendecker, P Betsch, P Steinmann Multibody System Dynamics 19, 45-72, 2008 | 87 | 2008 |
Conservation properties of a time FE method. Part IV: Higher order energy and momentum conserving schemes M Groß, P Betsch, P Steinmann International Journal for Numerical Methods in Engineering 63 (13), 1849-1897, 2005 | 81 | 2005 |