summary:Extending the results of the previous paper [1], the authors consider elastic bodies with two design variables, i.e. "curved trapezoids" with two curved variable sides. The left side is loaded by a hydrostatic pressure. Approximations of the boundary are defined by cubic Hermite splines and piecewise linear finite elements are used for the displacements. Both existence and some convergence analysis is presented for approximate penalized optimal design problems
Shape optimal design has been applied to linearly elastic bodies, and to the two dimensional seepage...
Shape optimal design has been applied to linearly elastic bodies, and to the two dimensional seepage...
summary:A minimization of a cost functional with respect to a part of a boundary is considered for a...
summary:Extending the results of the previous paper [1], the authors consider elastic bodies with tw...
summary:Extending the results of the previous paper [1], the authors consider elastic bodies with tw...
summary:Shape optimization of a two-dimensional elastic body is considered, provided the material is...
summary:Shape optimization of a two-dimensional elastic body is considered, provided the material is...
summary:Shape optimization of a two-dimensional elastic body is considered, provided the material is...
summary:Shape optimization of a two-dimensional elastic body is considered, provided the material is...
summary:The shape of the meridian curve of an elastic body is optimized within a class of Lipschitz ...
summary:The shape of the meridian curve of an elastic body is optimized within a class of Lipschitz ...
summary:Axisymmetric thin elastic shells of constant thickness are considered and the meridian curve...
summary:Unilateral deflection problem of a clamped plate above a rigid inner obstacle is considered....
summary:Unilateral deflection problem of a clamped plate above a rigid inner obstacle is considered....
The optimal shape design of a two dimensional body on a rigid foundation is analyzed. The problem is...
Shape optimal design has been applied to linearly elastic bodies, and to the two dimensional seepage...
Shape optimal design has been applied to linearly elastic bodies, and to the two dimensional seepage...
summary:A minimization of a cost functional with respect to a part of a boundary is considered for a...
summary:Extending the results of the previous paper [1], the authors consider elastic bodies with tw...
summary:Extending the results of the previous paper [1], the authors consider elastic bodies with tw...
summary:Shape optimization of a two-dimensional elastic body is considered, provided the material is...
summary:Shape optimization of a two-dimensional elastic body is considered, provided the material is...
summary:Shape optimization of a two-dimensional elastic body is considered, provided the material is...
summary:Shape optimization of a two-dimensional elastic body is considered, provided the material is...
summary:The shape of the meridian curve of an elastic body is optimized within a class of Lipschitz ...
summary:The shape of the meridian curve of an elastic body is optimized within a class of Lipschitz ...
summary:Axisymmetric thin elastic shells of constant thickness are considered and the meridian curve...
summary:Unilateral deflection problem of a clamped plate above a rigid inner obstacle is considered....
summary:Unilateral deflection problem of a clamped plate above a rigid inner obstacle is considered....
The optimal shape design of a two dimensional body on a rigid foundation is analyzed. The problem is...
Shape optimal design has been applied to linearly elastic bodies, and to the two dimensional seepage...
Shape optimal design has been applied to linearly elastic bodies, and to the two dimensional seepage...
summary:A minimization of a cost functional with respect to a part of a boundary is considered for a...