棒
回转半径
半径
散射
层状结构
球体
胶束
小角X射线散射
材料科学
指数
结晶学
化学
物理
光学
复合材料
聚合物
医学
语言学
替代医学
计算机安全
哲学
物理化学
病理
天文
水溶液
计算机科学
标识
DOI:10.1107/s0021889810015773
摘要
Small-angle scattering (SAS) curves are characterized by two main features: the Guinier region and the Porod region. Standard linear plots are available to fit SAS data and obtain a radius of gyration and a Porod exponent. A new Guinier–Porod empirical model is introduced to fit SAS data from spherical as well as nonspherical objects such as rods or platelets. It also applies to shapes intermediate between spheres and rods or between rods and platelets. The new model is used to fit SAS data from a Pluronic solution that sequentially forms unimers, then spherical micelles, then cylindrical micelles, then lamellar micelles upon heating. This single model can fit structures associated with all four phases as well as the intermediate structures.
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