1927
DOI: 10.1007/bf01397633
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Quantentheorie des Wasserstoffmolek�lions und der Born-Land�schen Absto�ungskr�fte

Abstract: Born, Land6 u. a. haben versucht, dieses Potential durch die wiirfelartige Anordnung der Elektronen in den Achterschalen zu erklaren. Diese Erkliirung ist, worauf Ver~asser ~) hingewiesen hat, quantenmechanisch unhaltbar, da abgeschlossene Schalen fiberhaupt keine Multipole, also aueh keine Oktopole haben.Wie wit zeigen k(innen, werden dagegen derartige Abstol~ungskrafte dutch die raumliche Ausdehnung des $-Feldes (,der Ladungswolke") hervorgerufen.

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Cited by 243 publications
(40 citation statements)
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“…It is a common practice to analyze the polarizabilities of spherically confined systems simultaneously with the approximations proposed by Kirkwood (α K ), Buckingham (α B ) and Unsöld (α U ). [41][42][43] (see eg, relations (14,16,19) in Ref. [44] and the history of the problem in Ref.…”
Section: Polarizability Approximations In R Dmentioning
confidence: 99%
“…It is a common practice to analyze the polarizabilities of spherically confined systems simultaneously with the approximations proposed by Kirkwood (α K ), Buckingham (α B ) and Unsöld (α U ). [41][42][43] (see eg, relations (14,16,19) in Ref. [44] and the history of the problem in Ref.…”
Section: Polarizability Approximations In R Dmentioning
confidence: 99%
“…If r i is measured relative to the center of mass of molecules 1 and 2, then the distance R is equal to the distance between the centers of gravity of the molecules. Expression (5) is simplified by the transformation [20,27,28]:…”
mentioning
confidence: 99%
“…Second order perturbation theory calculations on the hydrogen molecular ion was, later in 1927, performed by A. Unsöld (Unsöld, 1927), who obtained numerical estimates (R eq ≈ 1a 0 , W ≈ −16.31 eV) in partial good agreement with the above results.…”
Section: Quantum Molecular Computations and Thementioning
confidence: 59%