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Theory and
simulation of polymeric materials |
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Conformational
statistics of polymers |
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Stereospecificity of Ziegler-Natta catalysts |
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Theory and
simulation of liquid crystals |
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See also: Laboratory of Stereoselective
Polymerizations (LSP) |
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G.Allegra, G.Raos,
M.Vacatello, Theories
and simulations of polymer-based nanocomposites:
from chain statistics to reinforcement, Prog. Polym. Sci, 33,683(2008)[PDF] |
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M.Vacatello, Phantom chain simulations of realistically sized polymer-based nanocomposites, Macromol.
Theory Simul., 15,303(2006) [PDF] |
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M.Vacatello, Monte Carlo simulations of polymers in nanoslits,
Macromol. Theory Simul., 13,30(2004)
[PDF] |
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M.Vacatello, Chain dimensions in filled polymers: an intriguing problem,
Macromolecules, 35,8191(2002) [PDF] |
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Simulations of realistically dense polymer melts
filled with randomly distributed solid nanoparticles and calculations
performed with various methods for single chains in the presence of filler do
not show the large increase of chain dimensions with respect to the unfilled
polymer predicted by previous RIS calculations when the chains are larger
than the particles. It is concluded that the increased dimensions found in
recent SANS experiments for poly(dimethyl siloxane) filled with relatively small polysilicate particles cannot be explained on the basis
of simple excluded volume arguments. It is also shown that simulation studies
of polymers in the presence of solid obstacles can only be performed by
simulating systems with realistic densities. |
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M.Vacatello, Order-disorder transitions in model liquids of mesogenic trimers, Macromol. Theory Simul., 11,501(2002)
[PDF] |
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Monte Carlo simulations have been performed for
realistically dense liquids of model trimers consisting
of rigid cores connected by virtual bonds representing semiflexible
spacers. The conformational characteristics of the trimers
are approximately regulated in two cases to mimic (CH2)n spacers with n odd
or even. All simulated systems undergo reversible isotropic/nematic phase transitions at well defined temperatures,
showing odd-even oscillations in good agreement with experiments. The
transitions are coupled with a conformational selection favoring extended
conformations in the nematic liquids. The odd-even
oscillations and the conformational distribution in the nematic
liquids are fully explained on the basis of the intrinsic conformational
characteristics of the model trimers. |
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