2013
DOI: 10.1016/j.commatsci.2012.08.025
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Upscaling from a micro-mechanics model to capture laminate compressive strength due to kink banding instability

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Cited by 27 publications
(12 citation statements)
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“…These include cohesive zone modelling (21)(22)(23)(24) , modelling notched strength (6,(25)(26)(27)(28)(29) , compressive failure (30,31) , flexural response of textiles (32,33) , and transverse cracking (34) . In addition, several micromechanics-based models provide insights on capturing experimental observations and providing mechanical properties that can be used for up-scaling in structural level calculations (28,(35)(36)(37)(38) . While several other papers address various aspects of ICME of FRPCs and ceramic matrix composites (39) , this paper focuses on the specific topic of cure-induced effects on subsequent mechanical response of FRPCs.…”
Section: Introductionmentioning
confidence: 99%
“…These include cohesive zone modelling (21)(22)(23)(24) , modelling notched strength (6,(25)(26)(27)(28)(29) , compressive failure (30,31) , flexural response of textiles (32,33) , and transverse cracking (34) . In addition, several micromechanics-based models provide insights on capturing experimental observations and providing mechanical properties that can be used for up-scaling in structural level calculations (28,(35)(36)(37)(38) . While several other papers address various aspects of ICME of FRPCs and ceramic matrix composites (39) , this paper focuses on the specific topic of cure-induced effects on subsequent mechanical response of FRPCs.…”
Section: Introductionmentioning
confidence: 99%
“…-45 0 ,45 0 ,90 0 layers, are homogenized using the technique mentioned in Prabhakar and Waas. 24 Here, the red, cream and blue regions are the homogenized -45, +45 and 90 degree laminae. Micro-mechanics is maintained in the 0 0 layers, as they are the load bearing layers and are responsible for kink band formation in multi-directional laminates.…”
Section: A Upscaled Laminate Modelmentioning
confidence: 99%
“…Upscaled models of homogenized laminates are constructed for two different layups, with stacking of [(−45 2 /+45 2 /90 2 /0 2 )] s (Type A) and [(−45/+45/90/0) 2 ] s (Type B) as explained in Prabhakar and Waas,24 where the 0 degree layers have a hexagonal packed fibers maintaining the micro-mechanics, and the off-axis layers are homogenized using Hill's anisotropic plasticity along with deformation theory of plasticity. Interface discrete cohesive zone method (DCZM) elements are added at critical interfaces which are determined a priori.…”
Section: Computational Modelingmentioning
confidence: 99%
“…24 The 0 degree laminae have hexagonal packed fibers maintaining the micro-mechanics, and the off-axis layers are homogenized using a deformation theory implementation of Hill's anisotropic plasticity theory. Interface elements formulated using the discrete cohesive zone method (DCZM), 25 are added at the interface between -45/+45 layers, which is determined a priori as the weakest interface in the laminate.…”
Section: Computational Modelingmentioning
confidence: 99%
“…-45 0 ,45 0 ,90 0 layers are homogenized using the technique mentioned in. 24 Here, the red, cream and blue regions are the homogenized -45, +45 and 90 degree laminae. Micro-mechanics is maintained in the 0 0 layers, as they are the load bearing layers and are responsible for kink band formation in multi-directional laminates.…”
Section: A Upscaled Laminate Modelmentioning
confidence: 99%