Skip to content
RDL
Network
Ecosystem
Switch app
TR
About
FAQ
Sign in
Get started
Asymptotic Derivation of Nonlinear Plate Models from Three-Dimensional Elasticity Theory — Milad Shirani (2019) | RDL Network
Back
Cite
Save
Save for later
Share
Home
Publications
Asymptotic Derivation of Nonlinear Plate Models from Three-Dimensional Elasticity Theory
Shared by
David Steigmann
University of California, Berkeley
Asymptotic Derivation of Nonlinear Plate Models from Three-Dimensional Elasticity Theory
Chapter In A Book
2019
en
Authors
Milad Shirani
University of California, Berkeley
David Steigmann
University of California, Berkeley
Discussion
(0)
Sign in
to like and join the discussion.
No comments yet. Be the first to comment.
Related publications
Article
2013
A concise derivation of membrane theory from three-dimensional nonlinear elasticity
David Steigmann
Article
2009
A Concise Derivation of Membrane Theory from Three-Dimensional Nonlinear Elasticity
David Steigmann
Article
2012
Koiter’s Shell Theory from the Perspective of Three-dimensional Nonlinear Elasticity
David Steigmann
Article
2013
Koiter’s Shell Theory from the Perspective of Three-dimensional Nonlinear Elasticity
David Steigmann
Article
2012
Classical plate buckling theory as the small‐thickness limit of three‐dimensional incremental elasticity
David Steigmann
,
Ray W. Ogden
Discussion(0)
No comments yet. Be the first to comment.