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Complete report - Donostia International Physics Center - Euskal ...

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2011 DIPC Highlight<br />

Homolytic molecular dissociation in<br />

natural orbital functional theory<br />

J.M. Matxain, M. Piris, F. Ruiperez, X. Lopez and J.M. Ugalde<br />

Physical Chemistry Chemical <strong>Physics</strong> 13, 20129 (2011)<br />

The dissociation of diatomic molecules of the 14-electron isoelectronic series N 2 , O +2 2 , CO, CN – and<br />

NO + is examined using the Piris natural orbital functional. It is found that the method describes correctly<br />

the dissociation limit yielding an integer number of electrons on the dissociated atoms, in contrast to the<br />

fractional charges obtained when using the variational two-particle reduced density matrix method under<br />

the D, Q and G positivity necessary N-representability conditions.<br />

The chemistry of the considered systems is discussed in terms of<br />

their dipole moments, natural orbital occupations and bond orders<br />

as well as atomic Mulliken populations at the dissociation limit. The<br />

values obtained agree well with accurate multiconfigurational wave<br />

function based CASSCF results and the available experimental data.<br />

Astonishing behavior of PNOF5 at the dissociation channel.<br />

It dissociates to integer number of electrons.<br />

In this figure all the relevant information for the dissociation of N 2 is included. Note that the obtained Natural Orbitals<br />

are depicted at the equilibrium region and at the dissociation limit, and that the occupation numbers of<br />

such Natural Orbitals are depicted as a function of the interatomic distance. It is observed that at the dissociation<br />

limit all these orbitals have occupation number 1, and that Natural Orbitals are delocalized in both atoms, which<br />

corresponds to the correct dissociation to two atoms in their ground quartet states. Finally, the dissociacion<br />

curve is also provided.<br />

PNOF5 accounts for non-dynamical electron correlation.<br />

68 DIPC 10/11<br />

DIPC 10/11 69

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