| Wednesday, 19.03.2025 | |
| Type | seminar in the framework of the PDE Afternoon |
| Time | 15:00 - 15:30 |
| Place | University of Vienna, Faculty of Mathematics, Oskar-Morgenstern-Platz 1, Vienna (map) |
| Room | HS 2, ground floor - how to get there |
| Speaker | (TU Wien) |
| Title | Effective theories for incompressible magnetoelastic shallow shells |
| Abstract | We characterize the asymptotic behaviour, in the sense of Γ-convergence, of a thin magnetoelastic shallow shell as the thickness of the shell goes to zero. This is achieved by following the customary approach for Γ-convergence: First compactness of states with equibounded energies is shown, then a uniform lower bound for the energies is identified and finally the existence of a recovery sequence is proven, thus showing the optimality of the lower bound. |
| Notes | This event takes place in hybrid form (in person and online on Zoom). Slides and additional materials are available on the Moodle service of the University of Vienna. If you want additional details (for example, if you want to attend an event online and would like to receive the Zoom link), please write an email to matteo.tommasini@univie.ac.at. Further details are available at this link. |
| Attachment | link |
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