On the grade consistent theory of micropolar thermoelasticity

Journal Article · Tue Sep 01 00:00:00 EDT 1992 · Journal of Thermal Stresses; (United States)

OSTI ID:7187832

Iesan, D; Quintanilla, R ^[1]

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1. Iasi Univ. (Romania) Cataluna, Univ. Politecnica (Spain)

A grade consistent micropolar theory of thermoelasticity is considered. First some results concerning reciprocity, variational characterization of the solution, existence, and uniqueness are established. Then, the theory of homogeneous and isotropic solids is studied. A solution of Cauchy-Kovalevski-Somigliana type and the fundamental solutions in the case of steady vibrations are established. We also study the asymptotic behavior for the homogeneous problem. 21 refs.

• OSTI ID: 7187832
• Journal Information: Journal of Thermal Stresses; (United States), Vol. 15:3; ISSN 0149-5739
• Country of Publication: United States
• Language: English

Related Subjects

36 MATERIALS SCIENCE
MATERIALS
THERMAL ANALYSIS
BOUNDARY-VALUE PROBLEMS
ANALYTICAL SOLUTION
ASYMPTOTIC SOLUTIONS
EQUATIONS OF MOTION
MECHANICAL VIBRATIONS
THERMOELASTICITY
DIFFERENTIAL EQUATIONS
ELASTICITY
EQUATIONS
MECHANICAL PROPERTIES
PARTIAL DIFFERENTIAL EQUATIONS
TENSILE PROPERTIES
360104* - Metals & Alloys- Physical Properties