1989
DOI: 10.1002/macp.1989.021901112
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Crystallization of the γ‐form of isotactic poly(propylene)

Abstract: The pure y-form of isotactic poly(propy1ene) can be obtained by melt-crystallization starting from a fraction of a random ethylene-propene copolymer (ethylene content 4 wt.4'0) soluble in p-xylene at 28 "C). Some structural models previously reported are tested by comparing calculated wide-angle X-ray diffraction patterns with the experimental ones. A method for the quantitative determination of the y-form crystallinity by X-ray line profiles is proposed. The original copolymer and its fractions are characteri… Show more

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Cited by 54 publications
(30 citation statements)
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“…The model shown in Figure 3 predicts peaks on the equator (2␦ ϭ 180°) and at 2␦ ϭ 93.5°, in good agreement with the observed azimuthal intensity distribution in Figure 4 and demonstrating that Figure 3 correctly captures the relationship between the ␥-iPP lamellae and the fiber axis. Analogous calculations 27 for the azimuthal locations of the intensity maxima for the previously reported triclinic cells 5,6,17 yield results very similar to those from the orthorhombic cell, which is not surprising, because both unit cells were formulated to be consistent with very similar powder X-ray and single-crystal electron diffraction data. Details of the calculations may be found elsewhere; 27 although the azimuthal positions of the reflections are calculated to be indistinguishable for the orthorhombic and triclinic cells, detailed fitting of the azimuthal intensity distribution supports the orthorhombic cell.…”
Section: Resultssupporting
confidence: 65%
See 1 more Smart Citation
“…The model shown in Figure 3 predicts peaks on the equator (2␦ ϭ 180°) and at 2␦ ϭ 93.5°, in good agreement with the observed azimuthal intensity distribution in Figure 4 and demonstrating that Figure 3 correctly captures the relationship between the ␥-iPP lamellae and the fiber axis. Analogous calculations 27 for the azimuthal locations of the intensity maxima for the previously reported triclinic cells 5,6,17 yield results very similar to those from the orthorhombic cell, which is not surprising, because both unit cells were formulated to be consistent with very similar powder X-ray and single-crystal electron diffraction data. Details of the calculations may be found elsewhere; 27 although the azimuthal positions of the reflections are calculated to be indistinguishable for the orthorhombic and triclinic cells, detailed fitting of the azimuthal intensity distribution supports the orthorhombic cell.…”
Section: Resultssupporting
confidence: 65%
“…Originally, the unit cell of ␥-iPP was reported as triclinic. 5,15 Subsequently, other groups reported evidence for the triclinic cell using both electron 16 and X-ray 17,18 diffraction. In 1989, a group using the Rietveld method of the X-ray powder pattern analysis proposed an orthorhombic structure with an unusual nonparallel arrangement of the polymer chains, 6,7 and in 1991 electron diffraction on single crystals of ␥-iPP confirmed the correctness of this orthorhombic cell over the earlier triclinic models.…”
Section: Introductionmentioning
confidence: 97%
“…The concentrations of regio-defects were determined from their specific resonances. 30,33 The metallocene-catalyzed polymers listed in Table I can be conveniently placed in three groups, as is indicated. The polymers in group A have no stereo-defects, essentially a constant concentration of regio-defects, and a fourfold variation in molecular weight.…”
Section: Methodsmentioning
confidence: 99%
“…More specifically, the tions 17-24 and the amount of structural irregularities in the chain. 25,26 Among these three crystaleffect of the concentration and type of defect, the molecular weight and the crystallization condiline structures, the monoclinic ( a) form is by far the most common and most extensively studied tions on the expansion of the a (monoclinic) unit cell are investigated. Although metallocene-type over the last 35 years.…”
Section: Introductionmentioning
confidence: 99%