Quantum chemical calculations with the AIM approach applied to the π-interactions between hydrogen chalcogenides and naphthalene†
Abstract
The nature of the π–interactions in the 1 : 1 and 2 : 1 adducts of EH2 with the naphthalene π-system (E = O, S, Se and/or Te) is elucidated by applying QTAIM-DFA (QTAIM dual functional analysis). The H–*–π interactions are detected in EH2–*–π(C10H8) and (EH2)2–*–π(C10H8) for E = S, Se and Te, whereas E–*–π interactions are in OH2–*–π(C10H8), (OH2)2–*–π(C10H8) and HE–H–*–π(C10H8) (denoted by HHE–*–C10H8) (E = S, Se and Te). Asterisks * emphasize the existence of bond critical points (BCPs) on the interactions in question. Hb(rc) are plotted versus Hb(rc) − Vb(rc)/2 at the BCPs in QTAIM-DFA. Plots for the fully optimized structures are analyzed using the polar coordinate (R, θ) representation. Those containing the perturbed structures are by (θp, κp): θp corresponds to the tangent line of the plot and κp is the curvature. While (R, θ) describe the static nature, (θp, κp) represent the dynamic nature of interactions. The θ and θp values are less than 90° for all interactions in question, examined in this work, except for θp = 90.6° for HHTe–*–π(C10H8). Therefore, all interactions examined are classified by the pure-CS (closed shell) interactions and predicted to have vdW-nature, except for HHTe–*–π(C10H8), which should have the character of the typical HB-nature without covalency. The π–EB interaction in HHS–*–C10H8 is predicted to have the border character between the vdW-nature and the typical HB-nature without covalency, since θp = 89.8°. The nature of four interactions appeared between 2H in TeH2 and C10H8 in TeH2–*–π(C10H8) is also clarified well using QTAIM-DFA.