Department of Mathematics, School of Natural Sciences, National University of Sciences and Technology (NUST), Islamabad, Pakistan.
Air University Multan Campus, Multan, Pakistan.
J Biomol Struct Dyn. 2024;42(22):12342-12352. doi: 10.1080/07391102.2023.2269419. Epub 2023 Oct 28.
Topological indices relate chemical structure to chemical reactivity, physical properties, and biological activity. Quantitative structure-activity relationships (QSPR) are mathematical models proposed for the correlation of various types of chemical reactivity, biological activity, and physical properties with topological indices/entropies. In this article, we have proposed the QSPR between the ve-degree of end vertices of edge based entropies and the physiochemical properties of benzene derivatives. We have designed a Maple-based algorithm for the computation of entropies. The relationship was analyzed using SPSS. We have shown that the physiochemical properties such as critical pressure, Henry's law, critical temperature, Gibb's energy, logP, critical volume, and molar refractivity can be predicted by entropies. All the results were highly positive and significant. The Randić, Balaban, and redefined third Zagreb entropies showed the best relations with physiochemical properties.Communicated by Ramaswamy H. Sarma.
拓扑指数将化学结构与化学反应性、物理性质和生物活性联系起来。定量结构-活性关系(QSPR)是为了将各种类型的化学反应性、生物活性和物理性质与拓扑指数/熵相关联而提出的数学模型。在本文中,我们提出了基于边熵的五度端点拓扑指数与苯衍生物的物理化学性质之间的 QSPR。我们设计了一个基于 Maple 的算法来计算熵。使用 SPSS 对关系进行了分析。我们表明,临界压力、亨利定律、临界温度、吉布斯自由能、logP、临界体积和摩尔折射度等物理化学性质可以通过熵来预测。所有结果均为高度正相关且显著。Randić、Balaban 和重新定义的第三 Zagreb 熵与物理化学性质显示出最佳关系。由 Ramaswamy H. Sarma 传递。