Title: Numerical approach to the uniqueness solution of Von-Karman evolution

Authors: Jaouad Oudaani

Addresses: Department of Mathematics, Informatics and Management, Laboratory SIE-MMA Group, Polydisciplinar Faculty, Ibn Zohr Universty, B.P: 638 Ouarzazate, Morocco

Abstract: The purpose of this paper is to give some theoretical and numerical analysis approach, for local generalised and weakly uniqueness solution, to the models with interior dissipation and clamped boundary conditions of Von-Karman evolution, without rotational inertia and nonlinear internal dissipation. To approach the uniqueness solution we use the scheme of finite difference method.

Keywords: Von-Karman evolution; rotational inertia (α ≥ 0); finite difference method; non-coupled method.

DOI: 10.1504/IJMOR.2018.095485

International Journal of Mathematics in Operational Research, 2018 Vol.13 No.4, pp.450 - 470

Received: 23 Nov 2016
Accepted: 17 Apr 2017
Published online: 08 Oct 2018 *

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