Nonlinear Dynamics

Preface
pp. 1-2(2)
Author: Shabana A.

Large Oscillations of a Thin Cantilever Beam: Physical Experiments and Simulation Using the Absolute Nodal Coordinate Formulation
pp. 3-29(27)
Authors: Yoo W-S.; Lee J-H.; Park S-J.; Sohn J-H.; Dmitrochenko O.; Pogorelov D.

Flexible Multibody Systems with Large Deformations and Nonlinear Structural Damping Using Absolute Nodal Coordinates
pp. 31-52(22)
Authors: Kübler L.; Eberhard P.; Geisler J.

Description of Elastic Forces in Absolute Nodal Coordinate Formulation
pp. 53-74(22)
Authors: Sopanen J.T.; Mikkola A.M.

Describing Rigid-Flexible Multibody Systems Using Absolute Coordinates
pp. 75-94(20)
Authors: García-Vallejo D.; Escalona J.L.; Mayo J.; Domínguez J.

Dynamic Bifurcation of Multibody Systems
pp. 95-111(17)
Author: Zahariev E.V.

Optimization of Vehicle Suspension Systems for Improved Comfort of Road Vehicles Using Flexible Multibody Dynamics
pp. 113-131(19)
Authors: Gonçalves J.P.C.; Ambrósio J.A.C.

Strain Tensors in the Absolute Nodal Coordinate and the Floating Frame of Reference Formulation
pp. 133-145(13)
Author: Gerstmayr J.

Biaxial Vibrations of an Elasto-Plastic Beam with a Prescribed Rigid-Body Rotation Including the Effect of Stiffening
pp. 147-157(11)
Authors: Dibold M.; Gerstmayr J.; Irschik H.

A Gluing Algorithm for Distributed Simulation of Multibody Systems
pp. 159-188(30)
Authors: Wang J.; Ma Z-D.; Hulbert G.M.

Comparison of Results in Flexible Multibody Dynamics Using Various Approaches
pp. 189-206(18)
Authors: Wallrapp O.; Wiedemann S.

A New Flexible Multibody Beam Element Based on the Absolute Nodal Coordinate Formulation Using the Global Shape Function and the Analytical Mode Shape Function
pp. 207-232(26)
Authors: Iwai R.; Kobayashi N.