1998
DOI: 10.1002/pc.10138
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Dynamic mechanical properties of spherical inclusions in polymer composite: A self‐consistent approach considering morphology

Abstract: In this work, the dynamic mechanical behavior of epoxy/A‐glass bead composites is investigated considering the influence of the volume fraction of the beads and their surface treatments. The main differences between the different samples are observed in the rubbery modulus plateau. The “Self‐Consistent Scheme” is used to calculate the effective shear modulus of the composite with spherical inclusions, i.e., a macroscopically isotropic polymer medium containing spheres. The 3‐phase model first introduced by Chr… Show more

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Cited by 11 publications
(15 citation statements)
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“…In the last decades, different research groups have addressed this issue. In particular, Shaterzadeh et al (1998) studied the temperature dependence of dynamic shear modulus G = G + iG of epoxy matrix composites reinforced by spherical glass spheres and compared their experimental results with predictions of the Generalized Self-Consistent (GSC) model introduced by Christensen and Lo (1979) . For obtaining model predictions, measured dynamic matrix shear modulus was used but it was assumed without justification that the required dynamic Poisson's ratio of the matrix be real valued and have the same temperature dependence as the matrix storage modulus G .…”
Section: Introductionmentioning
confidence: 99%
“…In the last decades, different research groups have addressed this issue. In particular, Shaterzadeh et al (1998) studied the temperature dependence of dynamic shear modulus G = G + iG of epoxy matrix composites reinforced by spherical glass spheres and compared their experimental results with predictions of the Generalized Self-Consistent (GSC) model introduced by Christensen and Lo (1979) . For obtaining model predictions, measured dynamic matrix shear modulus was used but it was assumed without justification that the required dynamic Poisson's ratio of the matrix be real valued and have the same temperature dependence as the matrix storage modulus G .…”
Section: Introductionmentioning
confidence: 99%
“…Increasing the temperature from 23 to 80°C, the G of 30% flax fiber (nonwoven) reinforced polypropylene was decreased by about 41.8% [9]. With increasing volume fraction of filler (A-glass beads) from 0 to 50% in the epoxy network, the storage shear modulus at 100 K was increased by about 176%, but the difference of the tan peak is only very small [16]. A higher microvoid content leads to a lower dynamic modulus and a higher damping for woven carbon fiber reinforced epoxy foams [18].…”
Section: Introductionmentioning
confidence: 88%
“…peak associated with the glass transition region and located at 173°C and (2) the relaxation peak at -33°C [16]. The epoxy resin with different polymerisation and polyaddition hardeners exhibited different temperatures of the tan peak [12].…”
Section: Introductionmentioning
confidence: 99%
“…Many authors have tried to simulate the viscoelastic properties of high filled particulate composites by taking into account the change in morphological feature of nonuniform distribution of filler and reinforced zone in the matrix 24–30. Gauthier et al24 have simulated the dynamic mechanical behavior of unidirectional composites including 43–68% of E‐glass fibers in an epoxy matrix based on successive applications of the three‐phase self‐consistent analysis proposed originally by Christensen and Lo 31.…”
Section: Introductionmentioning
confidence: 99%
“…In another study, the dynamic mechanical behavior of epoxy/A‐glass bead composites was investigated considering the influence of the volume fraction of the beads and their surface treatments. The self‐consistent analysis was also used to calculate the effective shear modulus of the composite with spherical inclusions 25…”
Section: Introductionmentioning
confidence: 99%