Table of Contents
| 1. Modelling of creep-damage in thick plate subjected to thermo-mechanical loading cycles | |
| Artur Ganczarski, Paweł Foryś | 719-738 |
| 2. On the stress intensity factors for transient thermal loading in an orthotropic thin plate with a crack | |
| Bogdan Rogowski | 739-753 |
| 3. An averaged isotropic model of nonstationary heat transfer in anisotropic hexagonal-type conductors | |
| Ewaryst Wierzbicki, Urszula Siedlecka | 755-770 |
| 4. Application of the modified method of finite elements to identification of temperature of a body heated with a moving heat source | |
| Beata Maciejewska | 771-787 |
| 5. The transient temperature field in a rectangular area with movable heat sources at its edge | |
| Beata Maciejewska | 789-804 |
| 6. Environment friendly polymeric materials – identification of their biodegradability on base of thermomechanical coupling phenomenon | |
| Elżbieta A. Pieczyska, Stefan P. Gadaj, Wojciech K. Nowacki, Marek Kowalczuk | 805-816 |
| 7. Estimation of energy storage rate during macroscopic non-homogeneous plastic deformation of polycrystalline materials | |
| Wiera Oliferuk, Andrzej Korbel, Włodzimierz Bochniak | 817-826 |
| 8. Determination of the post-critical state of compressed plates within the bi-nonlineary theory | |
| Franciszek Romanów, Przemysław Najdychor | 827-839 |
| 9. Numerical and experimental collapse analysis of tubular multi-member energy absorbers under lateral compression | |
| Sebastian Lipa, Maria Kotełko | 841-857 |
| 10. Elastic buckling of a porous beam | |
| Krzysztof Magnucki, Piotr Stasiewicz | 859-868 |
| 11. Computations of an unsteady viscous flow in a three-dimensional system of ducts. Part II: Implementation of the spectral element method and sample results | |
| Jacek Szumbarski, Piotr Olszewski, Konrad Wawruch, Zbigniew Małota | 869-903 |
| 12. Vibrations and stability of a two-rod column loaded by a sector of a rolling bearing | |
| Lech Tomski, Janusz Szmidla, Maria Gołębiowska-Rozanow | 905-926 |
| 13. Biomechanical modelling for whole body motion using natural coordinates | |
| Adam Czaplicki, Miguel T. Silva, Jorge C. Ambrósio | 927-944 |