Dynamic density functional theory for entangled polymer mixtures
ORAL
Abstract
The dynamic density functional (DDF) theory is an efficient method to
study the dynamic evolution of inhomogeneous polymer and block
copolymer melts. It builds on the self-consistent field (SCF) theory,
one of the most successful mean-field theories for such polymer
systems at equilibrium. We have recently developed an approach to
systematically construct DDF theories from microscopic reference
simulation trajectories. Using this method, to develop a DDF theory
for entangled polymer mixtures. We discuss the crossover from the
Rouse to the reptation regime, and the impact of entanglements on the
ordering kinetics of copolymers and the demixing dynamics of
homopolymer blends.
study the dynamic evolution of inhomogeneous polymer and block
copolymer melts. It builds on the self-consistent field (SCF) theory,
one of the most successful mean-field theories for such polymer
systems at equilibrium. We have recently developed an approach to
systematically construct DDF theories from microscopic reference
simulation trajectories. Using this method, to develop a DDF theory
for entangled polymer mixtures. We discuss the crossover from the
Rouse to the reptation regime, and the impact of entanglements on the
ordering kinetics of copolymers and the demixing dynamics of
homopolymer blends.
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Presenters
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Friederike Schmid
University of Mainz
Authors
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Friederike Schmid
University of Mainz
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Bing Li
Institute of Physics, Johannes Gutenberg University Mainz
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Alireza F Behbahani
Johannes Gutenberg Universität Mainz