Research Center for Pharmaceutical Engineering (RCPE) GmbH, Graz, Austria; University of Technology, Graz, Austria.
Research Center for Pharmaceutical Engineering (RCPE) GmbH, Graz, Austria; University of Technology, Graz, Austria.
Colloids Surf B Biointerfaces. 2018 Aug 1;168:76-82. doi: 10.1016/j.colsurfb.2018.05.003. Epub 2018 May 2.
The analytical potential of X-ray small-angle scattering (SAXS) combined with simultaneous wide-angle diffraction (WAXS) has been explored on the example of three active pharmaceutical ingredients, (desvenlofaxine, simvastatin, and sulfamerazine, resp.) with the aim of identifying quantitative parameters obtained from SAXS that allow to describe the nano-structural characteristics of different amorphous forms and to monitor the processes of amorphisation and ageing. Cryo-milling, co-milling with polymer, melting and melt-quenching have been used for amorphisation of initially crystalline powders. In parallel to SAXS, the WAXS patterns have been obtained to fingerprint the crystalline state. The SAXS results demonstrate strong, systematic nanostructure variations in amorphous samples obtained by different milling conditions, or by melt-quenching. It has been found that the mean-square density fluctuation, directly obtained from the SAXS invariant, is a sensitive and robust parameter to characterize the degree of nano-heterogeneity, which is related to entropy and hence thermodynamic stability. The SAXS curves also allow estimates of amorphous domain sizes of different density. The propensity to recrystallize or to remain amorphous, respectively, upon ageing has been found to depend on the existence of domains in the starting amorphous materials.
X 射线小角散射(SAXS)与广角衍射(WAXS)同步分析的潜力已经在三种活性药物成分(地昔帕明、辛伐他汀和磺胺甲恶唑)的实例中得到了探索,目的是确定从 SAXS 获得的定量参数,这些参数可以描述不同无定形形式的纳米结构特征,并监测无定形化和老化过程。结晶粉末的非晶化分别采用了冷冻研磨、与聚合物共研磨、熔融和熔体淬火。与 SAXS 并行,获得了 WAXS 图谱以识别结晶状态。SAXS 结果表明,通过不同的研磨条件或熔体淬火获得的无定形样品的纳米结构存在强烈的、系统的变化。发现直接从 SAXS 不变量获得的均方密度涨落是一个敏感且稳健的参数,可用于表征纳米异质性的程度,这与熵有关,因此与热力学稳定性有关。SAXS 曲线还可以估计不同密度的无定形域的大小。发现老化时的再结晶或保持无定形的倾向分别取决于起始无定形材料中存在的域。