TY - JOUR
T1 - Effect of microstructural architecture on flow/damage surfaces for metal matrix composites
AU - Lissenden, Cliff J.
AU - Arnold, Steven M.
PY - 1998
Y1 - 1998
N2 - Flow/damage surfaces are defined using a thermodynamics basis in terms of stress, inelastic strain rate, and internal variables. The most meaningful definition for viscoplasticity, surfaces of constant dissipation rate, is investigated for a unidirectional silicon carbide/titanium composite system using two micromechanics approaches; finite element analysis of a unit cell and the generalized method of cells. Damage, in terms of fiber/matrix debonding, is accounted for when a tensile interfacial traction is present. Three types of periodic microstructural architectures are considered; rectangular packing, hexagonal packing, and square diagonal packing. The microstructural architecture is observed to influence the shape and location of flow/damage surfaces and becomes more important as the fiber volume fraction increases.
AB - Flow/damage surfaces are defined using a thermodynamics basis in terms of stress, inelastic strain rate, and internal variables. The most meaningful definition for viscoplasticity, surfaces of constant dissipation rate, is investigated for a unidirectional silicon carbide/titanium composite system using two micromechanics approaches; finite element analysis of a unit cell and the generalized method of cells. Damage, in terms of fiber/matrix debonding, is accounted for when a tensile interfacial traction is present. Three types of periodic microstructural architectures are considered; rectangular packing, hexagonal packing, and square diagonal packing. The microstructural architecture is observed to influence the shape and location of flow/damage surfaces and becomes more important as the fiber volume fraction increases.
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U2 - 10.1016/S0922-5382(98)80054-8
DO - 10.1016/S0922-5382(98)80054-8
M3 - Article
AN - SCOPUS:77957036357
SN - 0922-5382
VL - 46
SP - 385
EP - 400
JO - Studies in Applied Mechanics
JF - Studies in Applied Mechanics
IS - C
ER -