Self-Consistent Mean Field Theory for Linear and 바카라 시스템 배팅 Polymers

바카라 시스템 배팅 polymers, being free from chain ends, have fundamental importance in understanding the polymer statics and dynamics which are strongly influenced by the chain end effects. At a glance, their theoretical treatment may not seem particularly difficult, but the absence of chain ends and the topological constraints make the problem non-trivial, which results in limited success in the analytical or semi-analytical formulation of 바카라 시스템 배팅 polymer theory. Here, I present a self-consistent field theory (SCFT) formalism of topologically unconstrained 바카라 시스템 배팅 polymers for the first time. The resulting static property of homogeneous and inhomogeneous 바카라 시스템 배팅 polymers are compared with the random phase approximation (RPA) results. The critical point for 바카라 시스템 배팅 homopolymer system is exactly the same as the linear polymer case, ┶N = 2, since a critical point does not depend on local structures of polymers. The critical point for 바카라 시스템 배팅 diblock copolymer melts is ┶N ≒ 17.795, which is approximately 1.7 times of that of linear diblock copolymer melts, ┶N ≒ 10.495. The difference is due to the 바카라 시스템 배팅 structure constraint.