1993
DOI: 10.1006/jcis.1993.1372
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The Origin of Large Pores on Aromatic Polyamide Membrane Surfaces

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1993
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Cited by 5 publications
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“…Nucleation dominates the polymer lean phases and contributes to the formation of a highly porous membrane. The pores formed as the voids between the spheres are thus higher when the matrix is formed by larger spherical sizes [33,34]. Figure 4 depicts the pore size distribution of the developed membranes.…”
Section: Membrane Pore Size and Distributionmentioning
confidence: 99%
See 1 more Smart Citation
“…Nucleation dominates the polymer lean phases and contributes to the formation of a highly porous membrane. The pores formed as the voids between the spheres are thus higher when the matrix is formed by larger spherical sizes [33,34]. Figure 4 depicts the pore size distribution of the developed membranes.…”
Section: Membrane Pore Size and Distributionmentioning
confidence: 99%
“…Nucleation dominates the polymer lean phases and contributes to the formation of a highly porous membrane. The pores formed as the voids between the spheres are thus higher when the matrix is formed by larger spherical sizes [33,34]. The slight difference in pore size of PVDF and PVDF/PEG-0 membranes can be explained by the role of PEG and LiCl as the additives in pronouncing the impact of thermodynamic rather than the kinetic.…”
Section: Membrane Pore Size and Distributionmentioning
confidence: 99%
“…Equation (8) shows that when the CaClz concentration is at or above CaC12*, Rb2 is greater than rs xs when Rs is greater than 56.7 A. It is interesting to note that the minimum calculated Rs [equations (1) and (2)] in this PA/DMAc/CaClZ system at CaC12* is 55.8 A.…”
Section: Rs/rs Xs = [(4 -T C ) / T C ] -mentioning
confidence: 82%
“…The critical CaClZ/PA ratio (CaC12*) is 0.33 g of CaC12 er g of PA.4 From equation (8), ARb2 equals zero at CaC12* when Rs equals 56.7 A. Equation (8) shows that when the CaClz concentration is at or above CaC12*, Rb2 is greater than rs xs when Rs is greater than 56.7 A.…”
Section: Rs/rs Xs = [(4 -T C ) / T C ] -mentioning
confidence: 99%