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Published byAron Jenkins Modified over 9 years ago
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Flow-induced crystallization of polypropylene STW progress, 21th of september 2011 Tim van Erp, Gerrit Peters
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overview non-isothermal, multi-phase crystallization effects of cooling rate effects of pressure flow-induced (non-isothermal, multi-phase) crystallization experimental part modeling part; discussion on parameters processingpropertiesstructure
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PVT apparatus A = Outer piston B = Inner rotating piston C = Sample D = Teflon sealing ring E = Cooling channels F = Cooling channels G = Thermocouples
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processing protocol: FIC experiments Annealing 10 min @ 250°C Compressed air cooling @ ~1°C/s Isobaric mode Pressures: 100 – 500 – 900 – 1200 bar Short term shearing of t s = 1s Shear rates: 3 - 10 – 30 – 100 – 180 s -1 ∆T = T m (p) – T shear = 30 - 60°C
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analysis PVT data normalized specific volume dimensionless transition temperature
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analysis PVT data normalized specific volume dimensionless transition temperature Deborah number (‘strength of flow’) WLF Temperature shift Pressure shift Shear temperature
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results ∆T = 30°C
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results ∆T = 60°C
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dimensionless transition temperature
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from spherulitic morphology to oriented structures flow regimes under non-isothermal conditions
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saturation in crystallization temperature flow regimes under non-isothermal conditions
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overview non-isothermal, multi-phase crystallization effects of cooling rate effects of pressure flow-induced (non-isothermal, multi-phase) crystallization experimental part modeling part quiescent crystallization flow-induced crystallization
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quiescent crystallization space filling Schneider rate equations Avrami equation nucleation density individual growth rate ‘number’ ‘radius’ ‘surface’ ‘undisturbed volume’ ‘real volume’
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modeling flow effects on crystallization
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flow-induced crystallization model total nucleation density (flow-induced) nucleation rate shish length (L) growth rate equations Avrami equation ‘length’ ‘surface’ ‘undisturbed volume’ ‘real volume’ for
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flow-induced crystallization model total nucleation density (flow-induced) nucleation rate shish length (L) growth rate equations Avrami equation ‘length’ ‘surface’ ‘undisturbed volume’ ‘real volume’ for experimentmodel
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flow-induced crystallization model total nucleation density (flow-induced) nucleation rate shish length (L) growth rate equations Avrami equation F. Custódio, PhD Thesis, 2008 very laborious and inaccurate work
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FIC regimes total nucleation density (flow-induced) nucleation rate shish length (L) growth Avrami equation
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Mismatch between experimental results and model in oriented regime prediction of FIC regimes
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plane equation scaling parameter parameters g n and g l g n and g l arbitrary function of T and p? a T, a P rheological shift factors
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critical stretch shish length (L) growth
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critical stretch new definition for critical stretch criterium?
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critical stretch new definition for critical stretch criterium?
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Good agreement between experimental results and model prediction of FIC regimes
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conclusions characterization of flow enhanced (point-like) nucleation regime over wide range of processing conditions characterization of FIC of oriented structures regime over wide range of processing conditions extended dilatometry (PVT) proven to be a powerfull tool in characterizing flow induced crystallization
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