1 citations · 1 across the 2 of their papers we have counts for
5 papers
Variational linearization of pure traction problems in incompressible elasticity
Edoardo Mainini, Danilo Percivale
We consider pure traction problems and we show that incompressible linearized elasticity can be obtained as variational limit of incompressible finite elasticity under suitable con…
Linearization of elasticity models for incompressible materials
Edoardo Mainini, Danilo Percivale
We obtain linear elasticity as -limit of finite elasticity under incompressibility assumption and Dirichlet boundary conditions. The result is shown for a large class of energy…
Euler's optimal profile problem
Francesco Maddalena, Edoardo Mainini, Danilo Percivale
We study an old variational problem formulated by Euler as Proposition 53 of his `Scientia Navalis' by means of the direct method of the calculus of variations. Precisely, through…
A new variational approach to linearization of traction problems in elasticity
Francesco Maddalena, Danilo Percivale, Franco Tomarelli
A new energy functional for pure traction problems in elasticity has been deduced in [23] as the variational limit of nonlinear elastic energy functional for a material body subjec…
The minimal resistance problem in a class of non convex bodies
Edoardo Mainini, Manuel Monteverde, Edouard Oudet +1
We characterize the solution to the Newton minimal resistance problem in a class of radial q-concave profiles. We also give the corresponding result for one-dimensional profiles. M…