Miranda-Quintana Ramón Alain, Heidar-Zadeh Farnaz, Fias Stijn, Chapman Allison E A, Liu Shubin, Morell Christophe, Gómez Tatiana, Cárdenas Carlos, Ayers Paul W
Department of Chemistry and Quantum Theory Project, University of Florida, Gainesville, FL, United States.
Department of Chemistry, Queen's University, Kingston, ON, Canada.
Front Chem. 2022 Jul 22;10:929464. doi: 10.3389/fchem.2022.929464. eCollection 2022.
In the first paper of this series, the authors derived an expression for the interaction energy between two reagents in terms of the chemical reactivity indicators that can be derived from density functional perturbation theory. While negative interaction energies can explain reactivity, reactivity is often more simply explained using the "|dμ| big is good" rule or the maximum hardness principle. Expressions for the change in chemical potential () and hardness when two reagents interact are derived. A partial justification for the maximum hardness principle is that the terms that appear in the interaction energy expression often reappear in the expression for the interaction hardness, but with opposite sign.
在本系列的第一篇论文中,作者根据可从密度泛函微扰理论导出的化学反应性指标,推导出了两种试剂之间相互作用能的表达式。虽然负相互作用能可以解释反应性,但反应性通常用“|dμ|大是好的”规则或最大硬度原理来更简单地解释。推导了两种试剂相互作用时化学势()和硬度变化的表达式。最大硬度原理的一个部分理由是,出现在相互作用能表达式中的项经常会在相互作用硬度的表达式中再次出现,但符号相反。