РАЗРЕШИМОСТЬ ЗАДАЧИ О РАВНОВЕСИИ ДЛЯ ТЕРМОУПРУГОЙ ПЛАСТИНЫ КИРХГОФА – ЛЯВА С НАКЛОННОЙ ТРЕЩИНОЙ
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Publication:6118452
DOI10.25587/svfu.2022.56.39.003MaRDI QIDQ6118452
Publication date: 21 March 2024
Published in: Журнал «Математические заметки СВФУ» (Search for Journal in Brave)
Cites Work
- Shape optimization of rigid inclusions for elastic plates with cracks
- The equilibrium problem for a thermoelastic plate with a crack
- Mathematical and numerical simulation of equilibrium of an elastic body reinforced by a thin elastic inclusion
- Variational problem of the equilibrium of a plate with geometrically nonlinear nonpenetration conditions on a vertical crack
- Non-coercive problems for Kirchhoff-Love plates with thin rigid inclusion
- Equilibrium problem for an thermoelastic Kirchhoff-Love plate with a nonpenetration condition for known configurations of crack edges
- First-order shape derivative of the energy for elastic plates with rigid inclusions and interfacial cracks
- The effect of interfacial thermal resistance on interface crack subjected to remote heat flux
- Optimal control of tilt angles in equilibrium problems for the Timoshenko plate with a oblique crack
- An equilibrium problem for an elastic plate with an inclined crack on the boundary of a rigid inclusion
- On modeling thin inclusions in elastic bodies with a damage parameter
- Nonlinear elasticity with limiting small strain for cracks subject to non-penetration
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