Granting
institution:
OTKA
(Hungarian Scientific Research Fund)
Grant no.:
NK
83583
Title of the
proposal:
The
fourth age of quantum chemistry
Duration:
Five
years (2011–2016)
Project leader:
Attila
G. Császár
Project description:
The goal is the development and
extension of our “in-house” variational quantum chemical nuclear motion
protocols and codes and the application of the new approaches and computational
techniques to chemical systems and problems which could not be treated
before. Specific parts of the proposal
are as follows:
(1)
Nuclear motions in adiabatic and
non-adiabatic treatments.
(2) Advancement of nuclear motion computations in Cartesian
coordinates with the help of projection operators.
(3) Exploration of the sequential summation technique, especially
within the frame of the finite basis representation of the
rotational-vibrational Hamiltonian.
(4) The role of symmetry in nuclear motion computations with a view
on treating large(r) symmetric systems.
(5) Computation of rotational motions and rotational-vibrational
energy levels for arbitrary systems and excitation energies, in full and
reduced dimensional spaces.
(6) Development of protocols (CAP and CCS) allowing the efficient
and automatic computation of resonance states. Application of the protocol to
polyatomic molecules, in the beginning to H3+ and H2O.
(7) Developing computational quantum reaction kinetics,
determination of quantum mechanical reaction rate coefficients (with emphasis
on the reactions H2 + H =
H + H2 and CH4 + OH = CH3 + H2O and their isotopically
substituted analogs).
(8) Quasi-classical reaction dynamics computations, with special
emphasis on SN2 reactions on carbon centers.
(9) Complete spectroscopy of the following astrochemically
relevant systems (ab initio and MARVEL energy levels): H2O,
NH3, CH4, and C2H4, determination
of as complete line-lists for these species as possible.
(10) Spectroscopy of molecular clusters (e.g., water dimer and trimer).
(11) Determination of new PESs for
polyatomic reactions and their utilization in reaction dynamics.
(12) Variational computation of effective spectroscopic (rotational
and centrifugal distortion) contants of perturbational origin and temperature-dependent, effective
molecular structures.