Document Type

Report

Publication Date

2018

Subjects

Elasticity -- Mathematical models, Finite element method, Vector analysis

Abstract

In this paper we are going to derive the linear elasticity equations in the Strong Form to the Hellinger Reissner Form. We find a suitable solution to solve our stress tensor. Then we will use finite element discretization from. We will run tests on a unit cube and multiple other shapes, which are described at the end. We view the different magnitudes of the displacement vector of each shape.

Description

Presentations associated with the report are available below in the Additional Files.

Persistent Identifier

https://archives.pdx.edu/ds/psu/26230

fouts-symposium.pdf (1615 kB)
2018 Symposium presentation

fouts-ignite.pdf (354 kB)
Ignite presentation

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