On an inverse problem of bending of a physically nonlinear inhomogeneous plate
Abstract
An elastic plate with a physically nonlinear inclusion of an arbitrary shape is considered. This plate is subjected to pure bending under the action of transverse forces and bending moments applied at the external boundary of the plate. There are no loads distributed over the surface. The problem of finding external actions that provide a necessary uniform moment state in the inclusion, i.e., prescribed constant moments and curvatures, is formulated and solved.
- Publication:
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Journal of Applied Mechanics and Technical Physics
- Pub Date:
- September 2007
- DOI:
- 10.1007/s10808-007-0091-y
- Bibcode:
- 2007JAMTP..48..708T
- Keywords:
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- pure bending of an inhomogeneous plate;
- physically nonlinear inclusion of an arbitrary form;
- uniform field of moments