id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejpam-1243	Kar, Avijit; Kanoria, M.	Analysis of Thermoelastic Response in a Fiber Reinforced Thin Annular Disc with Three-Phase-Lag Effect	2011	18	.pdf	application/pdf	6249	350	71	Email addresses: akmathemati s�yahoo. τr r = C11 ∂ u ∂ r + C12 u r −β11T, (1) τθθ = C12 ∂ u ∂ r + C11 u r − β22T (2) and the generalized heat conduction equation in the three-phase-lag model [27] is K∗∇2T +τ∗ν∇2 Ṫ + KτT∇2 T̈ = � 1+τq ∂ ∂ t + 1 2 τ2 q ∂ 2 ∂ t2 � × � ρCe T̈ + T0 ∂ 2 ∂ t2 � β11 ∂ u ∂ r + β22 u r �� , (3) where τi j (i, j = r,θ) is the stress tensor, T is the temperature increase over the reference temperature T0, C11 and C12 are elastic constants, β11 and β22 are thermal modulii, K is the coefficient of thermal conductivity along radial direction, K∗ is the additional material constant along radial direction, ρ is the mass density, Ce is the specific heat of the solid at constant strain, τT and τq are the the phase-lag of temperature gradient and the phase-lag of heat flux respectively.	cache/ejpam-1243.pdf	txt/ejpam-1243.txt