2013
DOI: 10.1016/j.commatsci.2012.11.047
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Young’s modulus estimation based on high symmetry 3-D finite element model for metal matrix composites

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Cited by 13 publications
(2 citation statements)
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“…In the previous investigations, the determination of representative volume element is under the assumption of elastoplastic composite [10,14,25,33,34]. In practice, beside the reinforcement of particle, the tensile/shear-separation of interface, the fracture of particle and the stress state of matrix are three key factors which can affect the dynamic response of composite.…”
Section: Effect Of Interfacial Strength and Particle Brittle Failurementioning
confidence: 99%
“…In the previous investigations, the determination of representative volume element is under the assumption of elastoplastic composite [10,14,25,33,34]. In practice, beside the reinforcement of particle, the tensile/shear-separation of interface, the fracture of particle and the stress state of matrix are three key factors which can affect the dynamic response of composite.…”
Section: Effect Of Interfacial Strength and Particle Brittle Failurementioning
confidence: 99%
“…Various theories to model a problem have been developed by researchers in the analysis of structures (Gupta and Talha, 2015; Thai and Kim, 2015). To identify effective properties many finite element simulations with wide availability of software have been carried out as well, like ADINA software for effective thermal conductivity (Turant, 2017), 3-D and 2-D axisymmetric models with different aspect ratio for effective Young’s modulus using ANSYS 11.0 (Alfonso et al , 2013), also by using different methods like recursive cell method (Banerjee and Adams, 2004), Voronoi cell finite element method (Grujicic and Zhang, 1998) and contact FEA along with artificial neural network (Sharma et al , 2011). In, finite element packages, different layers bearing different material properties are glued, many studies have been performed for different analyses where it has been found that whether in simulation the material is graded element-wise or geometry wise the resultant field variable is the same.…”
Section: Introductionmentioning
confidence: 99%