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首页> 外文期刊>Journal of Chemistry >Degree-Based Topological Indices of Polysaccharides: Amylose and Blue Starch-Iodine Complex
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Degree-Based Topological Indices of Polysaccharides: Amylose and Blue Starch-Iodine Complex

机译:基于学位的多糖拓扑指标:淀粉糖和蓝淀粉 - 碘配合物

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摘要

Starch is a polymer of glucose where alpha-linkages are associated with glucopyranose units. It comprises a mixture of amylose and amylopectin. Furthermore, amylose is a linear chain of hundreds of glucose molecules. Starches are not allowed to be dissolved in water. They can be digested by breaking down alpha bonds (glycosidic bonds). Its cyclic degradation products, called cyclodextrins, are the best role models for amylose. They can be considered simple turns of the amylose propeller that has imploded into a circular path. Both humans and animals have amylases, which allow them to digest starches. The important sources of starch include potatoes, rice, wheat, and maize for human consumption. The production of starches is how plants store glucose. The blue colour of starch produced by an iodine solution or iodine reaction is used for its identification. Polysaccharides with a reduced degree of polymerization, known as dextrins, are produced in the starch’s partial acid hydrolysis. Complete hydrolysis leads to glucose. In this article, we compute the topological properties: Zagreb index and , Randi? index for , atom-bond connectivity index , geometric-arithmetic index , fourth atom-bond connectivity index , fifth geometric-arithmetic index , and degree-based topological indices of a graph representing polysaccharides, namely, amylose and blue starch-iodine complex. In the end, we compare these indices and depict their graphic behavior.
机译:淀粉是葡萄糖的聚合物,其中α-键与吡喃葡萄糖单元相关。它包含直链淀粉和支链淀粉的混合物。此外,直链淀粉是数百种葡萄糖分子的线性链。淀粉不允许溶解在水中。可以通过分解α键(糖苷键)来消化它们。其循环降解产品称为环糊精,是直链淀粉的最佳榜样。它们可以被认为是锯齿状螺旋桨的简单转弯,该螺旋螺旋桨已经伸展到圆形路径中。人和动物都有淀粉酶,使它们允许它们消化淀粉。淀粉的重要来源包括土豆,米饭,小麦和玉米人类消费。淀粉的生产是植物葡萄糖的方式。由碘溶液或碘反应产生的淀粉的蓝色用于其鉴定。具有降低的聚合度的多糖,称为糊精,在淀粉的部分酸水解中产生。完全水解导致葡萄糖。在本文中,我们计算拓扑属性:萨格勒布指数和兰迪?代表多糖,即淀粉和蓝淀粉 - 碘配合物的图表的索引,原子算术指数,第四几何算术指数,第五几何算术指数和基于程度的基于程度的拓扑索引。最后,我们比较这些指数并描绘他们的图形行为。

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