Intramolecular Dynamics and Statistical Theories of Chemical
Reactions
We are interested in the intramolecular
dynamics of small systems and the
exact calculation of molecular eigenstates. This
gives us valuable material to compare with calculations from more approximate
models.
Models for numbers of states and
densities of states are of utmost
importance in chemistry due to their relevance for statistical theories for rate constants. Usually, these quantities
are calculated based on a purely harmonic model which essentially contradicts
the underlying physics, in particular the intramolecular
vibrational energy redistribution (IVR). Recently, we
have published a paper in which we present a new model that accounts for both anharmonicity
and intermode coupling in the calculation of vibrational state densities.
Approximate calculation of anharmonic densities of vibrational
states for very large molecules,
S. Schmatz,
Chem. Phys. 346, 198 (2008) [special issue in honor of Prof.
Dr. P. Botschwina].
Long-range effects in the density
of loosely bound states of ion-dipole systems: The SN2 complex Cl- ... CH3Cl,
A. Delon, S. Heiliette and S. Schmatz,
Phys. Chem. Chem. Phys. 4, 6006 (2002).
Relaxation dynamics of deuterated
formyl and isoformyl cations,
R. Wester, U. Hechtfischer, L. Knoll, M. Lange, J. Levin, M. Scheffel, D. Schwalm, A. Wolf, A.
Baer, Z. Vager, D. Zajfman,
M. Mladenovic and S. Schmatz,
J. Chem. Phys. , 116, 7000 (2002).
Numbers and densities of states from an efficient approach to phase
space integration,
G. Taubmann and S. Schmatz,
Phys. Chem. Chem. Phys. 3 , 2296 (2001).
Theoretical study of the rovibrational energy spectrum and the numbers and densities
of bound vibrational states for the system HCO+
- HOC+,
M. Mladenovic and S. Schmatz,
J. Chem. Phys. 109, 4456 (1998).
Globale Potentialhyperflächen und genaue
Schwingungszustandsdichten am Beispiel der Kationen
HN2+ und HCO+ (Dissertation),
S. Schmatz,
Cuvillier, Göttingen 1997 (ISBN 3-89588-801-X)
Intramolecular dynamics and density of states for HN2+,
S. Schmatz and M. Mladenovic,
Ber. Bunsenges.
Phys. Chem.101, 372
(1997) [special issue 'Unimolecular Reaction
Dynamics'].