www.continuummechanics.org is my sister website.
It covers all the fundamental aspects of mechanics - stress, strain,
principal values, Hooke's Law, von Mises Stress, etc - in the presence
of finite deformations and rotations.

Thank You

Thank you for visiting this webpage. Feel free to email me
if you have questions or comments.

Please consider visiting an advertiser here. Doing so helps
generate revenue that supports this website and its
continued development.

This website presents the fundamental principles of structural
finite element analysis (FEA), and includes many examples to
clarify these principles. It reviews basic linear elastic mechanics
that are the foundation of FEA, then proceeds to cover finite element
theory and applications.

THIS WEBSITE IS UNDER CONSTRUCTION.
I expect it to take several more years to complete because I am also developing
www.fracturemechanics.org.
In the meantime, I welcome all input, suggestions, and contributions to
improve its quality and usefulness.

There are undoubtedly hundreds, probably even thousands, of books on FEA theory
and applications. Nevertheless, the two older books listed here are my
favorites - the first because of its comprehensiveness, and the second because
of its readability.

Visit my sister website,
www.continuummechanics.org,
for information on continuum mechanics. It covers all the fundamental aspects of
mechanics - stress, strain, principal values, Hooke's Law, von Mises Stress, etc
- in the presence of finite deformations and rotations. It is referenced numerous
times by this website to provide additional depth and explanation
of basic mechanics principles that support finite element theory.

A Note About The Web Technologies Used Here

Two relatively new web technologies are used on these pages. The first is
Scalable Vector Graphics, or SVG.
Pages on this site will display SVG files in compatible browsers, and PNG files in incompatible ones.
The advantage of SVG over PNG is that SVG graphics can be scaled to any size without pixelization occurring.
SVG files used here were created using Inkscape,
an excellent graphics program available free on the internet here.

The second new technology used here is MathJax, a Javascript based
display engine for mathematical equations programmed in the
LaTeX language.
MathJax eliminates the need to display equations as
GIF or PNG graphics files (or even SVG for that matter). MathJax
requires only the following line of code in the <HEAD> segment of a webpage.

It is then possible to program any math expression in the HTML source using the
LaTeX language.
For example, typing \(\sigma_{ij}\) produces \( \sigma_{ij} \).