Coupled cluster theory and its applications to molecular properties 1200-2MON8Z
The following issues will be addressed during the lecture:
1) electron correlation energy in the coupled cluster approximation
(CCSD, CCSDT, more approximate ways to account for triples excitations);
2) LR-CC and EOM-CC methods for excited states (CCSD, CCn);
3) density matrices and molecular properties of the first order (like e.g. dipole moments) for the ground state and excited states;
4) molecular properties of higher order (like e.g. polarizabilities).
There will be discussed the problems of size-consistency, limits of applicability of the single-reference CC approach. Additionally, the relationship between Moeller-Plesset theory and CC theory will be analyzed.
Some numerical examples of it ab initio calculations will be shown, which were obtained, with available quantum chemistry programs.
Total workload: 38 hours, which includes:
- participations in classes 15 hours,
- preparation to classes 15 hours,
- consultation with the lecturer 5 hours,
- exam 3 hours
Type of course
Prerequisites (description)
Course coordinators
Mode
Term 2025Z: Classroom | General: Self-reading Classroom | Term 2024Z: Classroom |
Learning outcomes
A student knows the new methods in the branch of coupled cluster theory, their possibilities and limitations.
Maximum number of absences still allowing to achieve the learning effects - 6 hours
Assessment criteria
Written exam in the form of a closed test and a part with open questions. The score proposed after the written part can be improved during optional oral part.
Practical placement
not applicable
Bibliography
https://www.researchgate.net/publication/237414071_Teoria_sprzezonych_klasterow_i_jej_zastosowanie_do_wlasnosci_molekularnych
(in Polish)
Additional information
Additional information (registration calendar, class conductors, localization and schedules of classes), might be available in the USOSweb system: