Theory of Elasticity, Volume 7
Elsevier, Dec 2, 2012 - Science - 195 pages
A comprehensive textbook covering not only the ordinary theory of the deformation of solids, but also some topics not usually found in textbooks on the subject, such as thermal conduction and viscosity in solids.
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adiabatic angle axes axis bending boundary conditions Burgers vector coefficient components compression constant contour corresponding cross-section crystal crystallite curl deflection denote density derivatives Determine the deformation differential direction disclination dislocation line dispersion relation displacement vector dissipative function distribution edge elastic energy elastic moduli entropy equations of equilibrium equations of motion expression external forces fluid force F formula free energy frequency given gives glide plane grad Hence integral internal stresses isotropic isotropic body lattice Let us consider linear liquid longitudinal longitudinal waves moduli nematic non-zero obtain oscillations parallel perpendicular plate polar coordinates propagation quadratic quantities radius result rotation satisfies shear shell smectics ſº solution strain tensor stress tensor stretching Substituting suffixes surface symmetry temperature tensor oil thermal conduction thermodynamic torsion transverse transverse waves two-dimensional undeformed unit volume values velocity vibrations viscosity xy-plane z-axis z-direction zero