A model for water vapor permeability reduction in poly(lactic acid) and nanoclay nanocomposites

ABSTRACT Poly(lactic acid) (PLA) is used in packaging applications, but its moisture barrier properties are inferior to poly(ethylene terephthalate) and polystyrene. One objective of the study was to improve these by dispersing nanoclay in PLA. It was found that Cloisite 30B nanoclay showed the best...

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Veröffentlicht in:Journal of applied polymer science 2018-08, Vol.135 (30), p.n/a
Hauptverfasser: Tang, Man Chio, Agarwal, Sushant, Alsewailem, Fares D., Choi, Hyoung J., Gupta, Rakesh K.
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container_issue 30
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container_title Journal of applied polymer science
container_volume 135
creator Tang, Man Chio
Agarwal, Sushant
Alsewailem, Fares D.
Choi, Hyoung J.
Gupta, Rakesh K.
description ABSTRACT Poly(lactic acid) (PLA) is used in packaging applications, but its moisture barrier properties are inferior to poly(ethylene terephthalate) and polystyrene. One objective of the study was to improve these by dispersing nanoclay in PLA. It was found that Cloisite 30B nanoclay showed the best dispersion based on both permeability and transmission electron microscopy results. Compression molded nanocomposite films were amorphous, and moisture permeability measurements revealed that, at the highest loading level of 5.3 vol % organoclay, permeability was reduced by 69% compared to neat PLA. Additionally, independent experiments demonstrated that moisture solubility in the polymer remains unchanged even as solubility in the nanocomposite increases with increasing clay content. A second objective was to explain the measured permeability reduction. A new model is proposed where both the mass flux and area for mass transfer are reduced due to a tortuous path around the impermeable barriers. It is shown that the permeability decreases by a factor of (1+h2tφ)2 where h/t is the aspect ratio of the nanoplatelets, and ϕ is their volume fraction. Model predictions agree quantitatively with the measured permeability values when data are obtained as a function of filler volume fraction, temperature of measurement, and the concentration driving force. © 2018 Wiley Periodicals, Inc. J. Appl. Polym. Sci. 2018, 135, 46506.
doi_str_mv 10.1002/app.46506
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One objective of the study was to improve these by dispersing nanoclay in PLA. It was found that Cloisite 30B nanoclay showed the best dispersion based on both permeability and transmission electron microscopy results. Compression molded nanocomposite films were amorphous, and moisture permeability measurements revealed that, at the highest loading level of 5.3 vol % organoclay, permeability was reduced by 69% compared to neat PLA. Additionally, independent experiments demonstrated that moisture solubility in the polymer remains unchanged even as solubility in the nanocomposite increases with increasing clay content. A second objective was to explain the measured permeability reduction. A new model is proposed where both the mass flux and area for mass transfer are reduced due to a tortuous path around the impermeable barriers. It is shown that the permeability decreases by a factor of (1+h2tφ)2 where h/t is the aspect ratio of the nanoplatelets, and ϕ is their volume fraction. 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One objective of the study was to improve these by dispersing nanoclay in PLA. It was found that Cloisite 30B nanoclay showed the best dispersion based on both permeability and transmission electron microscopy results. Compression molded nanocomposite films were amorphous, and moisture permeability measurements revealed that, at the highest loading level of 5.3 vol % organoclay, permeability was reduced by 69% compared to neat PLA. Additionally, independent experiments demonstrated that moisture solubility in the polymer remains unchanged even as solubility in the nanocomposite increases with increasing clay content. A second objective was to explain the measured permeability reduction. A new model is proposed where both the mass flux and area for mass transfer are reduced due to a tortuous path around the impermeable barriers. It is shown that the permeability decreases by a factor of (1+h2tφ)2 where h/t is the aspect ratio of the nanoplatelets, and ϕ is their volume fraction. 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subjects Aspect ratio
biodegradable
composites
Dispersion
Mass transfer
Materials science
Moisture
Nanocomposites
nanoparticles
nanowires and nanocrystals
packaging
Permeability
Polyethylene terephthalate
Polylactic acid
Polymers
Polystyrene resins
Reduction
Solubility
Transmission electron microscopy
Water vapor
title A model for water vapor permeability reduction in poly(lactic acid) and nanoclay nanocomposites
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