Repozytorium

Comparison of lithium and hydrogen bonds in (X···Li···X)- and (X···H···X)- (X=F, Cl and Br) complexes: topological analysis of electron localization function.

Autorzy

Sławomir Berski

Zdzisław Latajka

Rok wydania

2002

Czasopismo

International Journal of Quantum Chemistry

Numer woluminu

90

Strony

1108-1120

DOI

10.1002/qua.10227

Kolekcja

Naukowa

Język

Angielski

Typ publikacji

Artykuł

Streszczenie

The topological analysis of the electron localization function (ELF) is used to elucidate the nature of the hydrogen and lithium bonds in the (X···Y···X) (XF, Cl, Br; YH, Li) complexes. The lithium bond that exhibits an electrostatic nature is characterized by a constant mean electron population of the lithium core basin C(Li) equal to 2.03e. The values of the ELF within Li···X regions are smaller than 0.5 corresponding to a totally delocalized electron density. For the X···H hydrogen bonds a covalent nature is found with an essential electron pairing, as implied by values of ELF in the H···X regions larger than 0.5. The mean electron population of the V(H) basin depends on electronegativity of a halogen atom, and it ranges from 0.17e for (F···H···F) to 2.11e for (Br···H···Br). The polarization of halogen anions X by lithium or hydrogen cations results in an anisotropy of the nonbonding electron density, which is reflected by two valence attractors V1(Xi=1,2) and V2(Xi=1,2) found inside and outside a complex, respectively. The analysis of the H···Br hydrogen bond reveals essential differences as compared with the H···X (XF and Cl) hydrogen bonds. The topology of nonbonding electrons of Br yields only one valence, monosynaptic basin V(Bri=1,2). Furthermore, similarity of the H···Br hydrogen bonds to a bond in an isolated HBr molecule is noted. The increased Pauli repulsion between the V(H) and V1(Xi=1,2) basins in the (X···H···X) complexes leads to a larger electron delocalization of V1(Xi=1,2) as compared with the (X···Li···X) systems.

Adres publiczny

https://doi.org/10.1002/qua.10227

Strona internetowa wydawcy

onlinelibrary.wiley.com

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