2021
DOI: 10.1021/acs.macromol.1c01377
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Roughening Transition and Quasi-continuous Melting of Monolayers of Ultra-long Alkanes: Why Bulk Polymer Melting Is Strongly First-Order

Abstract: Because non-polymers melt in a sharp, strongly first-order transition, it is taken for granted that semicrystalline polymers do the same. However, nearly continuous melting has been reported recently in monolayers of ultra-long n-alkane C 390 H 782 adsorbed on graphite. Here we present similar observations in a series of other n-alkanes from C 60 H 122 to C 246 H 494 by atomic force microscopy, mean-field theory, and molecular dynamics simulations. Consistent with the previous report, with increasing temperatu… Show more

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Cited by 8 publications
(6 citation statements)
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“…Evaluating the overall crystallinity of each system requires a suitably defined order parameter. Previous studies of PE have employed the second Legendre polynomial, ,,,,, defined as P 2 = (3⟨cos 2 θ i , j ⟩ – 1)/2, where θ i , j is the angle between the backbone of two given CG beads and the angular brackets indicate averaging over all beads within a predefined cutoff distance r c ; for details, see the Supporting Information. The second minimum of the radial distribution function is used as the cutoff distance (∼1.6σ) corresponding to the next nearest neighbor; see Figure S3.…”
Section: Methodsmentioning
confidence: 99%
“…Evaluating the overall crystallinity of each system requires a suitably defined order parameter. Previous studies of PE have employed the second Legendre polynomial, ,,,,, defined as P 2 = (3⟨cos 2 θ i , j ⟩ – 1)/2, where θ i , j is the angle between the backbone of two given CG beads and the angular brackets indicate averaging over all beads within a predefined cutoff distance r c ; for details, see the Supporting Information. The second minimum of the radial distribution function is used as the cutoff distance (∼1.6σ) corresponding to the next nearest neighbor; see Figure S3.…”
Section: Methodsmentioning
confidence: 99%
“…To further interrogate the morphology of the different crystalline forms, the stem length distribution and structure factors are examined in Figure . Stem length distributions are calculated by examining the local alignment of bond vectors using the local P 2 order parameter, commonly employed to assess the crystallinity in simulations of PE crystallization, ,,,, which may be defined as P 2 = 3 cos 2 θ i , j 1 2 where θ i , j is the angle between an arbitrary bond i with all neighboring bonds j in the immediate vicinity. The neighboring cutoff is chosen identical to our previous work, for further details see ref .…”
mentioning
confidence: 99%
“…19 To further interrogate the morphology of the different crystalline forms, the stem length distribution and structure factors are examined in Figure 4. Stem length distributions are calculated by examining the local alignment of bond vectors using the local P 2 order parameter, commonly employed to assess the crystallinity in simulations of PE crystallization, 2,13,14,19,33 which may be defined as…”
mentioning
confidence: 99%
“…Adjacent all‐trans methylene groups in PA 66 α ‐phase are 0.254 nm apart, while the centers of two neighboring six‐membered rings of CNT are 0.246 nm apart. [ 39 ] For the remainder of the studies, CNT loading levels of 0.01%, 0.1%, and 1% CNT will be analyzed, as isothermal crystallization kinetics show 1% CNT is above the saturation limit for crystallization. Non‐isothermal crystallization was analyzed at cooling rates ranging from 1 to 4000 K s −1 in the quiescent nanocomposite systems.…”
Section: Resultsmentioning
confidence: 99%