A self-consistent field theory (SCFT) for polydisperse polymers grafted to a surface was developed.
建立了表面接枝多分散聚合物的自洽场理论。
The interactions between a pair of nano-sized vesicles have been explored using the self-consistent field theory.
利用场论方法考察了两个纳米囊泡之间的相互作用问题。
The density profiles in a mixture of bidisperse polymer brushes and solvent are simulated with the aid of a self-consistent field theory.
针对表面接枝二分散聚合物与溶剂的混合体系建立了描述聚合物平衡态密度分布的自洽场理论。
应用推荐