2021
DOI: 10.1002/pcr2.10172
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Molecular dynamics simulations of stretch‐induced crystallization in layered polyethylene

Abstract: We study, via united atom molecular dynamics (MD) simulations, the crystallization of six polyethylene (PE) systems, each consisting of alternating layers of molten linear polymer of two different degrees of polymerization, under stretch, while at the same time comparing against the corresponding results from two homogeneous monodisperse systems. The “slab,” out of which the model bidisperse layered systems are formed by applying periodic boundary conditions, is comprised of two different molten film subsystem… Show more

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Cited by 4 publications
(5 citation statements)
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“…Throughout our study we performed a series of drawing Molecular Dynamics simulations at various strain rates and temperatures. The protocol we apply during these simulations mimics the drawing stage of a real Machine Direction Orientation (MDO) process, as described in a preliminary study by Romanos et al In particular, beginning from a purely amorphous PE melt configuration at temperature T , we stretch the sample in the drawing (machine) direction z applying a constant drawing rate ε̇ = L z ( t ) L z ( 0 ) t L z ( 0 ) = λ̇ where t is the time needed to deform the sample from L z (0) to L z ( t ) and L z is the length of the simulation box in direction z . The draw ratio at any time is defined as λ ( t ) = L z ( t ) L z ( 0 ) .…”
Section: Methodsmentioning
confidence: 99%
See 1 more Smart Citation
“…Throughout our study we performed a series of drawing Molecular Dynamics simulations at various strain rates and temperatures. The protocol we apply during these simulations mimics the drawing stage of a real Machine Direction Orientation (MDO) process, as described in a preliminary study by Romanos et al In particular, beginning from a purely amorphous PE melt configuration at temperature T , we stretch the sample in the drawing (machine) direction z applying a constant drawing rate ε̇ = L z ( t ) L z ( 0 ) t L z ( 0 ) = λ̇ where t is the time needed to deform the sample from L z (0) to L z ( t ) and L z is the length of the simulation box in direction z . The draw ratio at any time is defined as λ ( t ) = L z ( t ) L z ( 0 ) .…”
Section: Methodsmentioning
confidence: 99%
“…50,51 It must be mentioned that UA force fields exhibit limitations in accurately capturing the orthorhombic crystal structure of PE, although such models have been previously used for PE crystallization with very reasonable results. 33−35 Initial configurations for all systems were generated at T = 450 K using the amorphous builder plugin of the MAPS platform developed by Scienomics 52 in cubic simulation boxes where three-dimensional periodic boundary conditions were applied. Then an energy minimization step followed to remove any possible atom overlaps created during the previous step.…”
Section: Systems Studiedmentioning
confidence: 99%
“…It should be noted that charges are not taken into account. TraPPE-UA has been extensively used in crystallization studies of polymers with a focus on the interphase properties of semicrystalline iPP 33 and on the FIC of both polyethylene 34 and iPP. 30 Ranganathan et al 35 have claimed that TraPPE-UA is promising for the investigation of semicrystalline polymers with diverse branching architecture as well.…”
Section: Model and Simulation Processmentioning
confidence: 99%
“…Recent large-scale MD simulations have also rendered it possible to investigate lamellar thicknesses of ∼10 nm, wherein the order parameters (i.e., the crystallization-degree index) for the crystallinities of the PE melts are essential in determining the crystallization behavior of the subchain. The development of detection methods for local crystallization behaviors has also received recent attention in the context of strain-, stretch-, flow-, and shear-induced/enhanced crystallization. ,, …”
Section: Introductionmentioning
confidence: 99%