On multiple solutions of the Fock-space coupled-cluster method
β Scribed by Leszek Meissner
- Publisher
- Elsevier Science
- Year
- 1996
- Tongue
- English
- Weight
- 534 KB
- Volume
- 255
- Category
- Article
- ISSN
- 0009-2614
No coin nor oath required. For personal study only.
β¦ Synopsis
Intermediate Hamiltonian techniques are used to investigate the problem of multiple solutions of the Fock-space coupled-cluster methods. Two intermediate Hamiitonian schemes are presented, based upon similarity transformations that unlike the wave operator formalism allow for following the complete eigenvalue problem. Solutions of the standard effective Hamiltonian formulation that requires iterative approaches to solve the equations are equivalently given by diagonalization of the intermediate Hamiltonian matrix representations. This procedure provides a systematic way of obtaining all possible solutions of the effective Hamiltonian scheme in all sectors higher than the lowest one.
π SIMILAR VOLUMES
The nonlinear coupled-cluster (CC) equations possess several solutions. They describe various excited states as long as they contain a contribution from the reference function. We study the additional solutions of the single-reference CC equations and demonstrate that unlike the ground state, the ap
It is proposed that the calculation of non-dynamical electronic correlation effects by the complete active space self-consistent field (CASSCF) method can be extended by the inclusion of dynamical correlation effects through the use of a suitably modified single-reference coupled-cluster (CC) proced
The coupled-cluster method with singte, double and triple excitations (CCSDT or SUB3) is applied to a system with up to six electrons outside a closed shell. The Ne atom and its ions serve as a test case. Starting from Ne\*+, electrons are added one at a time ah the way to Ne. Ionization potentials
The impact of the choices of the complete model space (CMS) and of the orbital basis set on the existence, attainability, and properties of the nonstandard solutions of the valence-universal coupled-cluster (VU-CC) methods has been studied for the case of nonlinear equations corresponding to the ato