A variationally consistent finite element approach for solving nonhomogeneous nonlocal elastic 2D boundary value problems is presented and the related computational issues are discussed. The method is developed in the framework of nonlocal integral elasticity grounding on a numerical procedure known, in the relevant literature, as Nonlocal Finite Element Method. The behaviour of the considered nonhomogeneous nonlocal elastic material is described assuming a recently proposed phenomenological strain-difference-based constitutive law. Numerical results, concerning a simple 2D example, are presented and discussed.

Nonhomogeneous nonlocal elasticity: a finite element approach / Fuschi, Paolo; Pisano, Aurora Angela; Sofi, Alba. - (2009). (Intervento presentato al convegno XIX Congresso AIMETA tenutosi a Ancona (Italia) nel 14-17 Settembre 2009).

Nonhomogeneous nonlocal elasticity: a finite element approach

FUSCHI, Paolo;PISANO, Aurora Angela;SOFI, Alba
2009-01-01

Abstract

A variationally consistent finite element approach for solving nonhomogeneous nonlocal elastic 2D boundary value problems is presented and the related computational issues are discussed. The method is developed in the framework of nonlocal integral elasticity grounding on a numerical procedure known, in the relevant literature, as Nonlocal Finite Element Method. The behaviour of the considered nonhomogeneous nonlocal elastic material is described assuming a recently proposed phenomenological strain-difference-based constitutive law. Numerical results, concerning a simple 2D example, are presented and discussed.
2009
9788896378083
Nonhomogeneous nonlocal elasticity; Strain-difference-based constitutive model; Nonlocal Finite Elements
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.12318/16163
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