Fluctuations, correlations, and small-angle neutron scattering from endlinked Gaussian chains in regular bimodal networks
Fluctuations, correlations, and small-angle neutron scattering from endlinked Gaussian chains in regular bimodal networks
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常规双峰网络中末端链接高斯链的涨落、相关性和小角度中子散射
DOI：
10.1021/ma00011a035
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发表时间：
1991
期刊：
影响因子：
5.5
通讯作者：
B. Erman
中科院分区：
文献类型：
--
作者：
A. Kloczkowski;J. E. Mark;B. Erman
对于具有树状拓扑的常规双峰高斯幻影网络，计算了结点的波动以及由短链和长链连接的结点波动之间的相关性，作为短链和长链长度之比 z 的函数。网络的规律性是通过要求网络的每个结点连接恒定数量的短链 Φ S 和恒定数量的长链 Φ L 来保持的，因此网络的功能为 Φ=Φ S +Φ L
Fluctuations of junctions and correlations between fluctuations of junctions connected by short and long chains have been calculated for regular bimodal Gaussian phantom networks with treelike topology as a function of the ratio ζ of lengths of short and long chains. The regularity of the network is preserved by the requirement that each junction of the network is connected with a constant number Φ S of short chains and a constant number Φ L of long chains, so that the functionality of the network is Φ=Φ S +Φ L