2011
DOI: 10.1007/430_2011_48
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Carl Johan Ballhausen (1926–2010)

Abstract: In this introductory article, I summarize Carl Johan Ballhausen's scientific achievements. Ballhausen was an outstanding contributor to the inorganic renaissance, which unfolded over a period of several years from 1950 forward. I have endeavoured to let the biography be carried along by a parallel account of the quantum chemical developments.

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“…These approaches do not explicitly consider the crossover of two electronic levels along the reaction coordinates, and thus fail to describe the nonadiabatic charge transfer. Even though the methods that are based on Fermi's golden rule, such as the Marcus equation [40] and its derivatives [41][42][43][44][45], include the nonadiabatic effect, they must calculate the electronic coupling matrix either by estimating the minimum adiabatic energy splitting or constructing the diabatic states at the crossing region, such as with the Mulliken-Hush method [46,47], the fragment charge difference method [48,49] and bock diagonalization [50,51]. However, one must face the dilemma of using simpler Hartree-Fock methods with these algorithms, which misses the electron correlation effect on the electronic coupling matrix, and therefore they must be carefully applied to some specific system.…”
Section: Introductionmentioning
confidence: 99%
“…These approaches do not explicitly consider the crossover of two electronic levels along the reaction coordinates, and thus fail to describe the nonadiabatic charge transfer. Even though the methods that are based on Fermi's golden rule, such as the Marcus equation [40] and its derivatives [41][42][43][44][45], include the nonadiabatic effect, they must calculate the electronic coupling matrix either by estimating the minimum adiabatic energy splitting or constructing the diabatic states at the crossing region, such as with the Mulliken-Hush method [46,47], the fragment charge difference method [48,49] and bock diagonalization [50,51]. However, one must face the dilemma of using simpler Hartree-Fock methods with these algorithms, which misses the electron correlation effect on the electronic coupling matrix, and therefore they must be carefully applied to some specific system.…”
Section: Introductionmentioning
confidence: 99%