A master-surface to master-surface formulation for beam to beam contact. Part I frictionless interaction.pdfVIP
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A master-surface to master-surface formulation for beam to beam contact. Part I frictionless interaction.pdf
Available online at
ScienceDirect
Comput. Methods Appl. Mech. Engrg. 303 (2016) 400–429
/locate/cma
A master-surface to master-surface formulation for beam to beam contact. Part I: frictionless interaction
Alfredo Gay Netoa,?, Paulo M. Pimentaa, Peter Wriggersb
a Polytechnic School at University of Sa?o Paulo, Brazil b Leibniz Universita¨t Hannover, Germany
Available online 15 February 2016
Abstract
In this paper a surface to surface frictionless contact formulation is presented, which is appropriate to the analysis of beam to beam contact. Parameterized surfaces are assumed to represent the boundaries of the bodies that are candidate to contact. The material points of each surface are described using convective coordinates. No master–slave distinctions are made, once both bodies are parameterized and no slave points are elected. We assume a single point contact interaction, in which the contact point can move along different material points of the surfaces. On the other hand, these surfaces can change since the bodies experience large deformation. To determine the candidate material points to contact, we solve the minimum distance problem between the two surfaces. The equations for obtaining the mechanical contact interaction and the consistent linearization are herewith derived. The proposed formulation can be applied disregarding the nature of the model degrees of freedom. Subsequently one has established the surface parameterizations, the contact formulation can be directly used. As an illustration of the power of our formulation, we present an application for beams with superelliptical cross sections. ?c 2016 Elsevier B.V. All rights reserved.
Keywords: Contact; Surface-to-surface; Beam; Superellipse
1. Introduction
Many practical engineering applications require the modeling of contact, such as: stresses analysis of gear system parts, simulation of manufacturing processes—such as sheet metal forming, analysis of the interaction between tires and the road pave
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