State-specific embedding potentials for excitation-energy calculations

Daday C., Konig C., Valsson O., Neugebauer J., Filippi C.

Forschungsartikel (Zeitschrift) | Peer reviewed

Zusammenfassung

Embedding potentials are frequently used to describe the effect of an environment on the electronic structure of molecules in larger systems, including their excited states. If such excitations are accompanied by significant rearrangements in the electron density of the embedded molecule, large differential polarization effects may take place, which in turn can require state-specific embedding potentials for an accurate theoretical description. We outline here how to extend wave function in density functional theory (WF/DFT) methods to compute the excitation energies of a molecule in a responsive environment through the use of state-specific density-based embedding potentials constructed within a modified subsystem DFT approach. We evaluate the general expression of the ground- and excited-state energy difference of the total system both with the use of state-independent and state-dependent embedding potentials and propose some practical recipes to construct the approximate excited-state DFT density of the active part used to polarize the environment. We illustrate these concepts with the state-independent and state-dependent WF/DFT computation of the excitation energies of p-nitroaniline, acrolein, methylenecyclopropene, and p-nitrophenolate in various solvents. © 2013 American Chemical Society.

Details zur Publikation

FachzeitschriftJournal of Chemical Theory and Computation
Jahrgang / Bandnr. / Volume9
Ausgabe / Heftnr. / Issue5
Seitenbereich2355-2367
StatusVeröffentlicht
Veröffentlichungsjahr2013
Sprache, in der die Publikation verfasst istEnglisch
DOI10.1021/ct400086a
Link zum Volltexthttp://www.scopus.com/inward/record.url?partnerID=HzOxMe3b&scp=84877759773

Autor*innen der Universität Münster

König, Carolin
Organisch-Chemisches Institut
Neugebauer, Johannes
Professur für Theoretische Organische Chemie (Prof. Neugebauer)