全内反射荧光显微镜
分形维数
支化(高分子化学)
分形
动力学
纤维
淀粉样蛋白(真菌学)
分形分析
生物系统
饱和(图论)
生物物理学
蛋白质聚集
化学
淀粉样纤维
荧光相关光谱
显微镜
化学物理
荧光
淀粉样β
物理
数学
生物
光学
生物化学
病理
医学
有机化学
无机化学
数学分析
量子力学
疾病
组合数学
作者
Soham Mukhopadhyay,Subhas Chandra Bera,Kabir Ramola
出处
期刊:Physical Biology
[IOP Publishing]
日期:2022-04-05
卷期号:19 (4): 046001-046001
被引量:3
标识
DOI:10.1088/1478-3975/ac6478
摘要
Self-aggregation in proteins has long been studied and modeled due to its ubiquity and importance in many biological contexts. Several models propose a two step aggregation mechanism, consisting of linear growth of fibrils and secondary growth involving branch formation. Single molecule imaging techniques such as total internal reflection fluorescence (TIRF) microscopy can provide direct evidence of such mechanisms, however, analyzing such large data-sets is challenging. In this paper, we analyze for the first time, images of growing amyloid fibrils obtained from TIRF microscopy using the techniques of fractal geometry, which provides a natural framework to disentangle the two types of growth mechanisms at play. We find that after an initial linear growth phase, identified by a plateau in the average fractal dimension with time, the occurrence of branching events leads to a further increase in the fractal dimension, with a final saturation value≈2. This provides direct evidence of the two-step nature of the aggregation kinetics of amyloid-βproteins, with an initial linear elongation phase followed by branching at later times.
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