Finite Thermoelasticity: Presented at the 1999 ASME International Mechanical Engineering Congress and Exposition, November 14-19, 1999, Nashville, TennesseeJames Casey, Rohan Abeyaratne |
Contents
Curvature of a FilmSubstrate System in the Nonlinear | 1 |
Changes Due to Scission in an Elastomeric Cylinder Undergoing | 15 |
Elastic Response of Rubber Double Networks | 21 |
Copyright | |
9 other sections not shown
Common terms and phrases
adiabatic process Applied associated assumed balance bifurcation body Casey components configuration considered constant constitutive constrained material constraint corresponding crack criterion curvature curves defined deformation denotes depend derived direction discussed double network elastic elastic materials energy Engineering entropy equations equilibrium equivalence class field Figure finite follows function given gradient Green heat Helmholtz free energy holds homogeneous identity implies increases inequality initial interface internal internal constraints Journal leads linear manifold martensite material maximum measured Mechanics microstructure mismatch strain mixture motion Naghdi natural normalized observed obtained orientation original parameter plane possible predicted present problem range reduced reference relations represented respectively response restrictions rubber satisfied second law shown single Solids space specific specimen stability stress substrate supply surface temperature tensor theory thermal thermodynamical thermoelastic unconstrained unit University vectors