Mathematical modelling for keyhole surgery simulations: Spleen capsule as an elastic membrane.
Mathematical treatment for thermoelastic plate with a curvilinear hole in S-plane
The Cauchy integral method has been applied to derive exact and closed expressions for Goursat's functions for the first and second fundamental problems for an infinite thermoelastic plate weakened by a hole having arbitrary shape. The plate considered is conformally mapped to the area of the right half-plane. Many previous discussions of various authors can be considered as special cases of this work. The shape of the hole being an ellipse, a crescent, a triangle, or a cut having the shape of a...
Mechanical and thermal null controllability of thermoelastic plates and singularity of the associated mimimal energy function
Méthode d'éléments finis pour le modèle des plaques en flexion de Naghdi-Reissner
Modeling and justification of an eigenvalue problem for a plate inserted in a three-dimensional support
Modeling and optimization of non-symmetric plates
Modélisation de la jonction entre une plaque et une poutre en élasticité linéarisée
Modelling and control in pseudoplate problem with discontinuous thickness
This paper concerns an obstacle control problem for an elastic (homogeneous) and isotropic) pseudoplate. The state problem is modelled by a coercive variational inequality, where control variable enters the coefficients of the linear operator. Here, the role of control variable is played by the thickness of the pseudoplate which need not belong to the set of continuous functions. Since in general problems of control in coefficients have no optimal solution, a class of the extended optimal control...
Multipulse chaotic dynamics for a laminated composite piezoelectric plate.