A transient thermoelasticity problem of a multilayered anisotropic medium under the state of generalized plane deformation is considered in this note. The flexibility/stiffness matrix method is adopted here to obtain the complete solution of the entire layered medium by introducing the thermal and mechanical boundary and layer interface conditions in the Fourier and Laplace transform domains. As a numerical illustration, the distributions of transient temperatures and thermal stresses in a laminated anisotropic slab subjected to a uniform surface temperature rise are presented for some stacking sequences of fiber-reinforced layers.
Issue Section:
Brief Notes
1.
Choi
H. J.
Thangjitham
S.
1992
, “Thermal Induced Local Effects in Laminated Composite
,” Journal of Thermal Stresses
, Vol. 15
, pp. 311
–327
.2.
Dubin
F.
1974
, “Numerical Inversion of Laplace Transform: An Efficient Improvement to Dubner and Abate’s method
,” Comput. J.
Vol. 17
, pp. 371
–376
.3.
Thangjitham
S.
Choi
H. J.
1991
, “Thermal Stresses in a Multilayered Anisotropic Medium
,” ASME JOURNAL OF APPLIED MECHANICS
, Vol. 58
, pp. 1021
–1027
.
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