Investigating nonlinear static behavior of hyperelastic plates using three-parameter hyperelastic model
المؤلف | Afshari, Behzad Mohasel |
المؤلف | Mirjavadi, Seyed Sajad |
المؤلف | Barati, Mohammad Reza |
تاريخ الإتاحة | 2023-02-12T06:20:51Z |
تاريخ النشر | 2022 |
اسم المنشور | Advances in Concrete Construction |
المصدر | Scopus |
الملخص | The present paper deals with nonlinear deflection analysis of hyperelastic plates rested on elastic foundation and subject to a transverse point force. For modeling of hyperelastic material, three-parameter Ishihara model has been employed. The plate formulation is based on classic plate theory accounting for von-Karman geometric nonlinearity. Therefore, both material and geometric nonlinearities have been considered based on Ishihara hyperelastic plate model. The governing equations for the plate have been derived based on Hamilton's rule and then solved via Galerkin's method. Obtained results show that material parameters of hyperelastic material play an important role in defection analysis. Also, the effects of foundation parameter and load location on plate deflections will be discussed. |
راعي المشروع | The first and second authors would like to thank FPQ (Fidar project Qaem) for providing the fruitful and useful help |
اللغة | en |
الناشر | Techno-Press |
الموضوع | Deflection Galerkin's method Hyperelastic material Nonlinear analysis Plate bending |
النوع | Article |
الصفحات | 377-384 |
رقم العدد | 5 |
رقم المجلد | 13 |
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