1974
DOI: 10.1002/app.1974.070180604
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Misconceptions about filled polymers

Abstract: SynopsisThe idea that, with filled polymers, length fraction, area fraction, and volume fraction of filler are different appears to have gained wide acceptance. The fallacy of this, except for special directions in ordered arrangements, is demonstrated. This misunderstanding has led to widespread misinterpretation of experimental results in this field.

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Cited by 123 publications
(49 citation statements)
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“…30,31 Here, r b and r p represent the tensile strength of the blend and the i-PP matrix, respectively. These equations are based on the relationship of area fraction or the volume fraction of the discontinuous phase 32,33 in noadhesion types of blend structure. Realistic features, such as stress concentrations at the narrow portions of the matrix at the inclusion-matrix interphase, were incorporated in the two-thirds power law by Nicolais-Narkis, eq.…”
Section: Tensile Strengthmentioning
confidence: 99%
“…30,31 Here, r b and r p represent the tensile strength of the blend and the i-PP matrix, respectively. These equations are based on the relationship of area fraction or the volume fraction of the discontinuous phase 32,33 in noadhesion types of blend structure. Realistic features, such as stress concentrations at the narrow portions of the matrix at the inclusion-matrix interphase, were incorporated in the two-thirds power law by Nicolais-Narkis, eq.…”
Section: Tensile Strengthmentioning
confidence: 99%
“…Neilsen21 and Leidner et al [22][23][24] proposed that the tensile strength of composite materials, consisting of a matrix with spherical inclusions, can be related to the area fraction of the dispersed phase, with a general equation of this form:…”
Section: Yield Strength Of Blendsmentioning
confidence: 99%
“…Here, a model is presented which, thought resulting in an equation different in nature than either of the two above, fits the experimental data as well as eq. (2). Spherical particles of volume V, are being added to a polymeric matrix (Fig.…”
mentioning
confidence: 99%