<--- Back to Details
First PageDocument Content
Continuum mechanics / Deformation / Elasticity / Tensors / Linear elasticity / Finite strain theory / Stress / Direct stiffness method / Plasticity / Mechanics / Physics / Solid mechanics
Date: 2010-04-02 14:07:15
Continuum mechanics
Deformation
Elasticity
Tensors
Linear elasticity
Finite strain theory
Stress
Direct stiffness method
Plasticity
Mechanics
Physics
Solid mechanics

PII: 90048-X

Add to Reading List

Source URL: esag.harvard.edu

Download Document from Source Website

File Size: 1,26 MB

Share Document on Facebook

Similar Documents

Solid mechanics / Elasticity / Deformation / Plasticity / Fracture toughness / Strength of materials / Work hardening / Ductility / Stress / Yield / Creep / Finite strain theory

PHYSICAL REVIEW E 88, Nonlinear mechanics of thermoreversibly associating dendrimer glasses Arvind Srikanth and Robert S. Hoy* Department of Physics, University of South Florida, Tampa, Florida 33620, USA

DocID: 1oTCd - View Document

Mechanics / Physics / Fluid dynamics / Continuum mechanics / Tensors / Aerodynamics / Non-Newtonian fluids / Lagrangian coherent structure / Vortex / Vorticity / Objectivity / Finite strain theory

J. Fluid Mech), vol. 795, pp. 136–173. doi:jfmc Cambridge University Press 2016

DocID: 1mPA4 - View Document

Heat equation / Differential geometry / Tensors / Finite strain theory

Zero-order ray-theory Green tensor in a heterogeneous anisotropic medium Ludˇek Klimeˇs Department of Geophysics Faculty of Mathematics and Physics Charles University in Prague

DocID: 1aqyl - View Document

Materials science / Elasticity / Coordinate systems / Bending / Statics / Structural system / Bessel function / Polar coordinate system / Finite strain theory / Mechanics / Physics / Solid mechanics

Microsoft Word - Acoustics Australia paper_ Mauro Caresta.doc

DocID: 14lnc - View Document

Continuum mechanics / Deformation / Elasticity / Tensors / Linear elasticity / Finite strain theory / Stress / Direct stiffness method / Plasticity / Mechanics / Physics / Solid mechanics

PII: 90048-X

DocID: 14g4J - View Document