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001-es BibID:	BIBFORM013497
Első szerző:	Nagy Ágnes (fizikus)
Cím:	The Pauli potential from the differential virial theorem / A. Nagy
Dátum:	2010
Megjegyzések:	Recently, a first-order differential equation for the functional derivative of the kinetic energy functional is derived for spherically symmetric systems using the differential virial theorem of Nagy and March. Here a more general first-order differential equation for the Pauli potential (valid not only for spherically symmetric systems) is derived applying the differential virial theorem of Holas and March. The solution of the equation can be given by quantities capable of fully determining every property of a Coulomb system.
Tárgyszavak:	Természettudományok Fizikai tudományok konferenciacikk Pauli potential kinetic energy functional
Megjelenés:	International Journal of Quantum Chemistry : Special Issue: Proceedings of the 13th Edition of the International Conference on the Applications of Density Functional Theory in Chemistry and Physics. - 110 : 12 (2010), p. 2117-2120. -
Internet cím:	Intézményi repozitóriumban (DEA) tárolt változat DOI
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