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A variety of composite materials are composed of a viscoelastic matrix and elastic fillers.
The micromechanical FE model was accomplished by incorporating the captured microstructure and ingredient properties (viscoelastic asphalt matrix and elastic aggregates).
By formulating similar representation of matrix form, the equilibrium equation is simplified as the summation of gravitational stiffness block matrix and elastic stiffness block matrices remain unchanged.
The thermo-mechanical response of a particulate composite beam consisting of a viscoelastic polymeric matrix and elastic aluminum particles is modeled under near-resonant excitations through a first-order shear deformable beam theory.
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Composites made from an elastic matrix and elastic-plastic inclusions similarly exhibit increased toughness and R-curve behavior due to the residual stress induced in the wake of the crack tip by the unloaded, plastically deforming fillers.
Although miR-200c directly targets the expression of VEGFA, TIMP2, and FBLN5, their biological significance such as mediators of angiogenesis, extracellular matrix turnover, and elastic fiber assembly (Harper & Bates 2008, Yanagisawa et al. 2009, Chegini 2010, Ciarmela et al. 2011, Devitt et al. 2011, Guadall et al. 2011) in LYO requires detailed investigation.
Calculations are performed in 2D by considering a viscoelastic damage behaviour law for the matrix and an elastic behavior for aggregates.
This is attributed to the effect of lattice strain matching between the transformation lattice distortion of the TiNi matrix and the elastic strain of Ti3Sn lamellae.
The method was based on different mechanisms of laser-excited ultrasonic in the damaged layer and damage-free matrix, i.e., concentration-deformation mechanism in the matrix and thermal elastic deformation in the damaged layer.
Through this approach, all the phenomena that affect the post-cracking response of FRC are evidenced, such as the nonlinear fracture mechanics of the matrix, the bond slip behaviour between fibers and matrix, and the elastic response of both materials.
The results showed that a higher mismatch difference between the matrix and BNNTs' elastic modulus caused further reduction in KI value.
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