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Thermoviscoelastic Response for a Thin Narrow Composite Strip with Transverse Matrix Cracking

Dai, Hong-Liang ; Dai, Ting ; Qi, Li-Li

Journal of thermal stresses, 2015-02, Vol.38 (2), p.188-209 [Periódico revisado por pares]

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Título:
Thermoviscoelastic Response for a Thin Narrow Composite Strip with Transverse Matrix Cracking
Autor: Dai, Hong-Liang ; Dai, Ting ; Qi, Li-Li
Assuntos: Composite materials ; Crack initiation ; Cracking (fracturing) ; Damage evolution ; Dynamics ; Evolution ; Finite difference method ; Fracture mechanics ; Geometry ; Mathematical analysis ; Mathematical models ; Nonlinear equations ; Strain ; Strip ; Thermal cycling ; Thermoviscoelastic ; Thin narrow composite strip ; Thin plates ; Transverse matrix cracking ; Viscoelasticity
É parte de: Journal of thermal stresses, 2015-02, Vol.38 (2), p.188-209
Notas: ObjectType-Article-1
SourceType-Scholarly Journals-1
ObjectType-Feature-2
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Descrição: Based on von Kármán non-linear strain-displacement relationships and classical thin plate theory, a list of non-linear dynamic equilibrium equations for a thin narrow composite strip with transverse matrix cracking under thermal and mechanic loads are established and solved by the finite difference method, Newmark method, Newton-Cotes method and iterative method synthetically. Numerical examples show effect of the mechanical parameters, thermal environment, damage evolution and geometric parameters for thermoviscoelastic dynamic behavior of the thin narrow composite strip.
Editor: Philadelphia: Taylor & Francis Group
Idioma: Inglês

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