Table of Contents
| Numerical simulation of an inviscid transonic flow through a channel with a leap | |
| P. Lisewski | 807 - 814 |
| The velocity of the fluid due to the many-sphere Oseen hydrodynamic interactions | |
| I. Pieńkowska | 815 - 829 |
| Transverse Stokes flow through a square array of cylinders | |
| A. Zachara | 831 - 846 |
| A yield-vertex modification of two-surface models of metal plasticity | |
| H. Petryk, K. Thermann | 847 - 863 |
| Symmetrization of systems of conservation equations and the converse to the condition of Friedrichs and Lax | |
| W. Larecki | 865 - 876 |
| Asymptotic analysis of propagation of a signal with finite rise time in a dispersive, lossy medium | |
| A. Ciarkowski | 877 - 892 |
| On the description of the consolidation phenomenon by means of a two-component continuum | |
| W. Kempa | 893 - 917 |
| Large scale motion and temperature distributions in land-based ice shields; the Greenland lce Sheet in response to various climatic scenarios | |
| R. Calov, K. Hutter | 919 - 962 |
| Steady non-uniform extensional motions as applied to kinematic description of polymer fibre formation | |
| S. Zahorski | 963 - 975 |
| Development of flow and heat transfer on a wedge with a magnetic field | |
| M. Kumari | 977 - 990 |