화학공학소재연구정보센터
학회 한국고분자학회
학술대회 2011년 봄 (04/07 ~ 04/08, 대전컨벤션센터)
권호 36권 1호
발표분야 고분자 이론 및 시뮬레이션
제목 Using Edwards Hamiltonian for incompressible and compressible polymeric systems
초록 Polymers have drawn tremendous attention from scientific societies because they provide well defined engineering materials for a variety of applications covering bio-related and electronic products. The static behaviors of phase segregating mixtures on a macroscopic or nanoscopic scale are of our interest, as mixing can create desired material properties out of known polymers. Regarding such behaviors, there has been a large compendium of theoretical approaches developed so far. Among those efforts, here we discuss some selected applications of Edwards Hamiltonian (Gaussian thread with perturbing interactions) for conventional incompressible and also for realistic compressible systems leading to self-consistent field analysis and random-phase approximation, which have proven useful in understanding phase and interfacial behaviors of given polymeric systems.
저자 조준한
소속 단국대
키워드 Edwards hamiltonian; SCFT; RPA; Landau free energy; incompressibility; compressible polymers
E-Mail