Multi-Scale and Finite Element Analysis of the Mixed Boundary Value Problem in a Perforated Domain under Coupled Thermoelasticity

Yongping Feng; Junzhi Cui

doi:10.4028/www.scientific.net/AMR.9.153

Paper Titles

Numerical Study on Cracking Process of Masonry Structure
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Micromechanical Model for Simulating Hydraulic Fractures of Rock
p.127

Residual Stress and Surface Molding Conditions in Thin Wall Injection Molding
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Symplectic Solution for a Plane Couple Stress Problem
p.143

Multi-Scale and Finite Element Analysis of the Mixed Boundary Value Problem in a Perforated Domain under Coupled Thermoelasticity
p.153

Simulation of Multiple Hydraulic Fracturing in Non-Uniform Pore Pressure Field
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Mechanics Framework for Micron-Scale Planar Structures
p.173

A Piezoelectric Screw Dislocation Interacting with a Dielectric Crack in a Hexagonal Piezoelectric Material
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Surface Electrode Problems in Piezoelectric Materials
p.191

HomeAdvanced Materials ResearchAdvanced Materials Research Vol. 9Multi-Scale and Finite Element Analysis of the...

Multi-Scale and Finite Element Analysis of the Mixed Boundary Value Problem in a Perforated Domain under Coupled Thermoelasticity

Abstract:

The two-scale asymptotic expression and error estimations based on two-scale analysis (TSA) are presented for the solution of the increment of temperature and the displacement of a composite structure with small periodic configurations under coupled thermoelasticity condition in a perforated domain. The two-scale coupled relation between the increment of temperature and displacement is established.The multi-scale finite element algorithms corresponding to TSA are described and numerical results are presented.