Micromechanics and structural response of functionally graded , 3 particulate - matrix , fiber - reinforced composites
نویسندگان
چکیده
24 Reinforcement of fibrous composites by stiff particles embedded in the matrix offers the 25 potential for simple, economical functional grading, enhanced response to mechanical 26 loads, and improved functioning at high temperatures. Here, we consider laminated plates 27 made of such a material, with spherical reinforcement tailored by layer. The moduli for this 28 material lie within relatively narrow bounds. Two separate moduli estimates are consid29 ered: a ‘‘two-step” approach in which fibers are embedded in a homogenized particulate 30 matrix, and the Kanaun–Jeulin (Kanaun, S.K., Jeulin, D., 2001. Elastic properties of hybrid 31 composites by the effective field approach. Journal of the Mechanics and Physics of Solids 32 49, 2339–2367) approach, which we re-derive in a simple way using the Benveniste (1988) 33 method. Optimal tailoring of a plate is explored, and functional grading is shown to 34 improve the performance of the structures considered. In the example of a square, simply 35 supported, cross-ply laminated panel subjected to uniform transverse pressure, a modest 36 functional grading offers significant improvement in performance. A second example sug37 gests superior blast resistance of the panel achieved at the expense of only a small increase 38 in weight. 39 ! 2008 Elsevier Ltd. All rights reserved. 40 41 42
منابع مشابه
Micromechanics and Structural Response of Functionally Graded, Particulate-Matrix, Fiber-Reinforced Composites.
Reinforcement of fibrous composites by stiff particles embedded in the matrix offers the potential for simple, economical functional grading, enhanced response to mechanical loads, and improved functioning at high temperatures. Here, we consider laminated plates made of such a material, with spherical reinforcement tailored by layer. The moduli for this material lie within relatively narrow bou...
متن کاملOptimization of Hardness Strengths Response of Plantain Fibres Reinforced Polyester Matrix Composites (PFRP) Applying Taguchi Robust Design
Volume fraction of fibres (A), aspect ratio of fibres (B) and fibres orientation (C) are considered as control factors in the determination of hardness strength, hardness strength of plantain fiber reinforced polyester composites (PFR P). These properties were determined for plantain empty fruit bunch (PEFB) and plantain pseudo stem (PPS). Hardness tests were conducted on the replicated samples...
متن کاملThermo-mechanical properties of polymer nanocomposites reinforced with randomly distributed silica nanoparticles- Micromechanical analysis
A three-dimensional micromechanics-based analytical model is developed to study thermo-mechanical properties of polymer composites reinforced with randomly distributed silica nanoparticles. Two important factors in nanocomposites modeling using micromechanical models are nanoparticle arrangement in matrix and interphase effects. In order to study these cases, representative volume element (RVE)...
متن کاملCohesive fracture model for functionally graded fiber reinforced concrete
a r t i c l e i n f o Keywords: Concrete (E) Fiber reinforced concrete (FRC) (E) Constitutive relationship (C) Cohesive fracture (C) Fracture energy (C) A simple, effective, and practical constitutive model for cohesive fracture of fiber reinforced concrete is proposed by differentiating the aggregate bridging zone and the fiber bridging zone. The aggregate bridging zone is related to the total...
متن کاملNonlinear Thermo-Mechanical Behaviour Analysis of Activated Composites With Shape Memory Alloy Fibres
General thermo-mechanical behavior of composites reinforced by shape memory alloy fibers is predicted using a three-dimensional analytical micromechanical method to consider the effect of fibers activation. Composite due to the micromechanical method can be exposed to general normal and shear mechanical and thermal loading which cause to activate the shape memory alloy fibers within polymeric m...
متن کامل