Self-Consistent Field Theory and Density Functional Theory for Self-Organization in Polymeric Systems

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概要

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• It is well known that polymeric systems exhibit a wide variety of self-organized structures such as droplet-dispersed and bicontinuous structures in polymer blends, spheres, cylinders, lamellae, and gyroid ones in diblock copolymer systems. Various numerical methods have been developed to investigate the static and dynamic properties of self-organized structures that appear in polymeric systems. Among others, it has been recognized that the self-consistent field theory and density functional theory have a prominent potential to predict the phase behaviors of polymeric systems. In the present review, the self-consistent field theory and recently developed linear mean field theory as an extension of the density functional theory are introduced.

• Physical Society of Japanの論文
• 2009-04-15

著者

• Taniguchi Takashi

  Graduate School Of Advanced Sciences Of Matter Hiroshima University

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