1978
DOI: 10.1002/pol.1978.180160305
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Analysis of the effect of interfacial slippage on the elastic moduli of a particle‐filled polymer

Abstract: An attempt was made to study the effect of interfacial slippage on the filler reinforcement based on the boundary condition that the constituents of a particle‐filled composite can slip relative to each other, but no cavities are formed at the interfaces. The elastic field satisfying these conditions is derived using the linear theory of elasticity and the effective elastic moduli of the composite are calculated. The following assumptions are made: (1) Filler particles are spherical, (2) fillers are completely… Show more

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Cited by 29 publications
(17 citation statements)
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“…These deformation phenomena, also known as the ''cold-drawing concept'', has been demonstrated for various blends [35,36,39]. In the case of PPE/SAN, both the second as well as the third requirements are fulfilled.…”
Section: Deformation Mechanism Of Ppe/san Blends (Micromechanics)mentioning
confidence: 86%
“…These deformation phenomena, also known as the ''cold-drawing concept'', has been demonstrated for various blends [35,36,39]. In the case of PPE/SAN, both the second as well as the third requirements are fulfilled.…”
Section: Deformation Mechanism Of Ppe/san Blends (Micromechanics)mentioning
confidence: 86%
“…Due to the sufficiently fine phase structure in binary blend, that is, practically no change in the particle size (especially for PEGMA), a favorable mutual influence of rigid and elastomeric inclusions seems to be the dominant effect. The explanation could be the enhanced ability of elastomer particles to cavitate due to the simultaneous existence of a stress field developed by rigid particles and having just the opposite character 16 (to that of the elastomer particles), that is, compressive. On the other hand, cavitation of these very small (and, in the case of PE-GMA, also relatively rigid) particles is not very probable (so far, experimental verification or excluding the cavitation of particles of the size around 100 nm in our blends has been without success).…”
Section: Reactively Compatibilized Blendsmentioning
confidence: 97%
“…Analytical equations for the elastic modulus of a composite containing spherical fillers have also been derived by Takahashi et al [12] . In the case of perfect adhesion they gave the formula:…”
Section: Theoretical Models In Compositesmentioning
confidence: 98%