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- W1495860168 abstract "Kohn−Sham solutions are constructed from ab initio densities obtained with multireference configuration interaction (MRCI) calculations for the transition state (TS) and for the intermediate complex (IC) of the prototype symmetrical SN2 reaction F- + CH3F → FCH3 + F-. The calculated KS exchange and correlation energies, ExKS and EcKS, as well as the exchange and exchange-correlation (xc) energy densities εxKS(r) and εxcKS(r), are compared with the corresponding quantities of the standard generalized gradient approximation (GGA). GGA functionals substantially underestimate the repulsive exchange contribution to the central barrier of the SN2 reaction, thus producing a too low barrier. A similar problem arises in a number of other bonding situations, and a qualitative rule is put forward to predict success or failure of standard GGAs in molecular calculations, depending on the type of chemical bonding. For systems with two-center two-electron bonds (standard covalent bonds), two-center four-electron Pauli repulsion (interacting closed shells), and three-center three-electron bonds, current GGAs (or minor modifications) are expected to perform successfully. In these cases the GGA exchange functional represents exchange and (if it is present) nondynamical Coulomb correlation, while the GGA correlation functional represents dynamical Coulomb correlation. Contrary to this, for systems with three-center four-electron bonds (TS of the SN2 reaction), two-center three-electron bonds, and two-center one-electron bonds, for which the exchange hole is delocalized over all interacting fragments and efficient nondynamical correlation is hampered by the unfavorable electron count, the GGA exchange functionals still yield nondynamical correlation, which is in these cases spurious, the GGAs thus overestimating the relative stability of these systems." @default.
- W1495860168 created "2016-06-24" @default.
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- W1495860168 date "2000-08-24" @default.
- W1495860168 modified "2023-09-24" @default.
- W1495860168 title "Comparison of the Accurate Kohn−Sham Solution with the Generalized Gradient Approximations (GGAs) for the S<sub>N</sub>2 Reaction F<sup>-</sup> + CH<sub>3</sub>F → FCH<sub>3</sub> + F<sup>-</sup>: A Qualitative Rule To Predict Success or Failure of GGAs" @default.
- W1495860168 cites W1556334824 @default.
- W1495860168 cites W1600920748 @default.
- W1495860168 cites W1609057797 @default.
- W1495860168 cites W1973932459 @default.
- W1495860168 cites W1982356449 @default.
- W1495860168 cites W1983805579 @default.
- W1495860168 cites W1987168697 @default.
- W1495860168 cites W1999747228 @default.
- W1495860168 cites W2002867051 @default.
- W1495860168 cites W2005160121 @default.
- W1495860168 cites W2007553616 @default.
- W1495860168 cites W2008041424 @default.
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- W1495860168 cites W2023271753 @default.
- W1495860168 cites W2026836479 @default.
- W1495860168 cites W2028249546 @default.
- W1495860168 cites W2029539345 @default.
- W1495860168 cites W2029957897 @default.
- W1495860168 cites W2030687437 @default.
- W1495860168 cites W2040019593 @default.
- W1495860168 cites W2041567761 @default.
- W1495860168 cites W2043697437 @default.
- W1495860168 cites W2044913987 @default.
- W1495860168 cites W2045006138 @default.
- W1495860168 cites W2047610205 @default.
- W1495860168 cites W2047644723 @default.
- W1495860168 cites W2050153525 @default.
- W1495860168 cites W2052121203 @default.
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- W1495860168 cites W2057815662 @default.
- W1495860168 cites W2058792986 @default.
- W1495860168 cites W2069006374 @default.
- W1495860168 cites W2072782129 @default.
- W1495860168 cites W2074468052 @default.
- W1495860168 cites W2078040362 @default.
- W1495860168 cites W2086457107 @default.
- W1495860168 cites W2086957099 @default.
- W1495860168 cites W2088571913 @default.
- W1495860168 cites W2092123971 @default.
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- W1495860168 cites W2117894566 @default.
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- W1495860168 cites W2130234376 @default.
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- W1495860168 cites W2155062117 @default.
- W1495860168 cites W2163257702 @default.
- W1495860168 cites W22322735 @default.
- W1495860168 cites W3004981438 @default.
- W1495860168 cites W3206606417 @default.
- W1495860168 cites W4233962753 @default.
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- W1495860168 doi "https://doi.org/10.1021/jp001061m" @default.
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