Rotational representation of a plate made of Grioli-Toupin material
Rotational representation of a plate made of Grioli-Toupin material
- Journal of applied mechanics, 62(2), p.414-418, 1995 .
A solenoidal part of displacement field appearing in a plate made of material with constraints has been determined. The semi-inverse method has been applied to description. The results being obtained together with the already known biharmonic representation (Jemielita, 1992)might be useful in a new micropolar plate theory formulation.
BOUNDARY CONDITIONS
NUMERICAL METHODS
PARTIAL DIFFERENTIAL EQUATIONS
TENSORS
VECTORS
A solenoidal part of displacement field appearing in a plate made of material with constraints has been determined. The semi-inverse method has been applied to description. The results being obtained together with the already known biharmonic representation (Jemielita, 1992)might be useful in a new micropolar plate theory formulation.
BOUNDARY CONDITIONS
NUMERICAL METHODS
PARTIAL DIFFERENTIAL EQUATIONS
TENSORS
VECTORS