摘要
分形理论作为一种新兴的理论,已广泛应用于各个领域。分形理论在聚合物研究中的应用显示其重要作用。采用分形理论能定量地表示多相聚合物体系的相分离、微观结构、力学性能等。就有关分形理论在研究聚合物中的应用,介绍了最近几年其中的一些应用研究发展情况。
Fractal theory is a new concept which has been applied in diverse areas. Its applications in polymers have indicates its importance. Some aspects of multi-phase polymers,such as phase-separate, microstructure and mechanical properties,can be investigated quantitatively by fractal theory. In this paper,the applications of fractal theory in polymers in recent years are reviewed.
出处
《材料导报》
EI
CAS
CSCD
2003年第F09期151-153,共3页
Materials Reports
关键词
分形理论
聚合物
微观结构
力学性能
力学性能
polymer, fractal theory, phase-separate, microstructure, mechanical properties
