摘要
利用作者在文[7]中得到的溶胶凝胶分配方程推导了Aai-Bbj型缩聚物有效交联点,有效弹性链和悬吊链及相应平均链长的计算公式.由有效弹性链密度推算的丁羟聚氨酯平衡态弹性模量和实验结果有着相同的变化趋势,但有一系统偏差.初步探讨了损耗模量与悬吊链节分数间的定量关系.
he formulae calculating effective crosslinking chain elements, effective elastic chains, pendant chains and their average polymerization degree have been deduced by use of the sol gel distribution theory obtained by authors in reference[7]. The experimental and theoretical results about the relation between the elastic modulus and the density of effective elastic chains of polyurethane containing HTPB are basically identical, but there exists a systematic error.
出处
《高分子学报》
SCIE
CAS
CSCD
北大核心
1996年第3期257-262,共6页
Acta Polymerica Sinica
基金
国家自然科学基金
关键词
网络结构
有效交联点
缩聚物
弹性模量
Network structure, Effective crosslinking chain elements, Effective elastic chains, Pendant chains, A_(aj)-B_(bj), type polycondensates, elastic modulus