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Application of the Regional Density Functional Theory: The Chemical Potential Inequality in the HeH~+ System

机译:区域密度泛函理论的应用:HeH〜+系统中的化学势不等式

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The chemical potential inequality and the principle of maximum hardness along the reaction coordinate in the ion-atom reaction system He + H~+ -> HeH~+ are discussed in term of the regional density functional theory. The regional properties such as the regional transfer potentials #tau#_(P, Q), the regional excitation potentials #epsilon#_(P,Q), and the regional hardnesses #theta#_(P,Q) are calculated along the reaction coordinate using regional Hellmann-Feynman forces, and we prove numerically that the regional chemical potentials, #mu#_p and #mu#~(Q), are not necessarily equal to each other nor to the chemical potential #mu# of the whole system by means of the difference rule, #tau#_p - #tau#_Q = #mu#_p - #tau#_(Q), where P denotes an electron-acceptor region and Q denotes an electron-donor region. The electronic state is in the ground state along the reaction path and attains the maximum hardness at the nuclear equilibrium point where the reaction stops. The regional chemical potentials come close but are not equalized even at the nuclear equilibrium point.
机译:用区域密度泛函理论讨论了离子原子反应体系He + H〜+-> HeH〜+中化学势不等式和沿反应坐标的最大硬度原理。沿着区域计算区域属性,例如区域转移电势#tau #_(P,Q),区域激发电势#epsilon #_(P,Q)和区域硬度#theta #_(P,Q)。使用区域Hellmann-Feynman力的反应坐标,我们通过数字证明了区域化学势#mu#_p和#mu#〜(Q)不一定彼此相等,也不一定等于整体的化学势系统通过差规则,#tau#_p-#tau#_Q =#mu#_p-#tau #_(Q),其中P表示电子受体区域,Q表示电子供体区域。电子态沿反应路径处于基态,并在反应停止的核平衡点达到最大硬度。区域化学势接近,但即使在核平衡点也不能均衡。

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