Edited by: B.H.V. Topping and M. Papadrakakis
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Preliminaries |
1 | ADAPTIVITY AND ERROR ESTIMATES IN NONLINEAR MECHANICS |
|
1.1 |
Error Estimator and Time-Space Parameters Optimization for Finite Element Non-Linear Computation
L. Gallimard, P. Ladeveze and J.P. Pelle |
1 |
1.2 |
Elastic and Ultimate State Design Tools for Stiffened Shell Structures
J.W. Bull, P. Bettess, T. Bond and I. Applegarth |
11 |
2 | NON-LINEAR SOLUTION TECHNIQUES |
|
2.1 |
The Effect of a Sparse Solver in LS-NIKE3D
K.N. Chiang, B.L. Shyu and H.H. Fu |
17 |
2.2 |
An Elasto-Plastic Formulation for Thin Walled Structures
B.A. Izzuddin and D. Lloyd Smith |
23 |
2.3 |
The Equilibrium Path Determination in Nonlinear Analysis of Structures
T. Sokol and M. Witkowski |
35 |
2.4 |
A Numerical Approach to Exact Finite Elements in Nonlinear Analysis of Bar Structures
Z. Waszczyszyn and M. Janus-Michalska |
47 |
2.5 |
Numerical Experiments with Algorithms for Variational Inequalities in Mechanics
H.J.C. Barbosa, F.M.P. Raupp and C.C.H. Borges |
55 |
2.6 |
Finite Element Analysis of Membrane Cable Reinforced Structures at Large Deformations
M. Stanuszek and J. Orkisz |
67 |
2.7 |
Geometrically Nonlinear Dynamic Analysis of Curved Euler Beam
K.M. Hsiao and R.T. Yang |
77 |
3 | GEOMETRICAL NON-LINEARITY |
|
3.1 |
Mode-Injection for the Analysis of through Cracks in Pressurized Fuselages
H.A.J. Knops and E. Riks |
83 |
3.2 |
A Large Time Increment Approach for Large Displacement Problems
P.A. Boucard, P. Ladeveze, M. Poss and P. Rougee |
99 |
4 | CONCRETE MODELLING |
|
4.1 |
Size Effects in Structural Concrete: A Numerical Experiment
M.D. Kotsovos and M.N. Pavlovic |
109 |
4.2 |
Adaptive Nonlinear Analysis of Reinforced Concrete Frames
B.A. Izzuddin |
119 |
4.3 |
Monte Carlo Analysis of Tall Concrete Structures
M. Koutsoukis and A.J. Beasley |
129 |
4.4 |
Computational Modelling of Shock-Wave Propagation in Reinforced Concrete
S.J. Eibl and W. Wunderlich |
135 |
5 | MODELLING OF MASONRY STRUCTURES |
|
5.1 |
Numerical Strategies for Solving Continuum Damage Problems Involving Softening: Application to the Homogenization of Masonry
P. Pegon and A. Anthoine |
143 |
6 | GRANULAR MATERIALS |
|
6.1 |
The Application of the Implicit Standard Material to the Non Standard Plasticity of Granular Materials
G. de Saxce and L. Bousshine |
159 |
6.2 |
Influence of Fabric Change on Granular Material Response
T.P. Chang, C.L. Liao and B.H. Chen |
169 |
7 | COMPOSITES |
|
7.1 |
Finite Element Analysis of Thick Thermosetting Matrix Composite Curing Process
S. Yi, H.H. Hilton and M.F. Ahmad |
177 |
7.2 |
Delamination Growth Simulation with a Moving Mesh Technique
S. Rinderknecht and B. Kroplin |
187 |
7.3 |
On a Computational Method for Wave Propagation in Multi-Laminated Structures
D.A. Sotiropoulos and C.G. Sifniotopoulos |
199 |
7.4 |
Coupling of a Micromechanically based Void Growth Model with a Macrocrack Model for the Simulation of Damage Evolution in Ductile Materials
C. Könke |
205 |
7.5 |
Matrix Damage Analysis of Fibrous Composites
Y.W. Kwon and J.M. Berner |
221 |
7.6 |
Finite Element Model for Structures with Thin Fibre Reinforced Layers
J. Jagusch, N. Gebbeken, M. Kaliske and H. Rothert |
229 |
7.7 |
Transverse Normal Strains in the Nonlinear Analysis of Composite Laminates
Y. Basar and Y. Ding |
237 |
7.8 |
Vibrations of Laminated Beams
A.D. Campos and A.E.A. Kurban |
243 |
7.9 |
Improved Nonlinear Finite Element Analysis of Layered Composite Structures using Third-Order Theory
S. Maksimovic and M. Komnenovic |
251 |
7.10 |
Vibration of Bonded Plates
C.C. Lin, R.C. Chu and T.C. Ko |
263 |
7.11 |
Stability and Vibration Analysis of Composite Plates by the Semi-Analytical Method
T. Kermanidis and G. Labeas |
273 |
8 | DESIGN OF COMPOSITES |
|
8.1 |
Iterative and Direct Techniques for Three Dimensional Homogenization of Periodic Inelastic Composites
C.C. Swan |
279 |
9 | FRACTURE MECHANICS |
|
9.1 |
Fracture Mechanics Tools for Structural Design and Analysis
H. Talja, H. Raiko and T.P.J. Mikkola |
291 |
9.2 |
Fast Propagation of Strong Discontinuities
A.G. Varias |
303 |
9.3 |
Analysis of Cracked Beams by the Transfer Matrix Method
T. Kermanidis and G.A. Labeas |
311 |