Logo

Electronic Structure Methods

Small book cover: Electronic Structure Methods

Electronic Structure Methods

Publisher: Wikipedia

Description:
Contents: Electron configuration; Tight binding; Nearly free electron model; Hartree-Fock method; Modern valence bond; Generalized valence bond; Moller-Plesset perturbation theory; Configuration interaction; Coupled cluster; Multi-configurational self-consistent field; Density functional theory; Quantum chemistry composite methods; Quantum Monte Carlo; etc.

Home page url

Download or read it online for free here:
Read online
(online html)

Similar books

Book cover: Electronic Structure TheoryElectronic Structure Theory
by - Fritz Haber Institute
Computational Electronic Structure Theory is a field which combines theoretical physics and chemistry with computer science and math. Contents: Schroedinger Equation; Wave Function based approaches; Density Functional Theory; Green's Function Theory.
(706 views)
Book cover: Advanced Topics of Theoretical Physics I: The electronic structure of matterAdvanced Topics of Theoretical Physics I: The electronic structure of matter
by - TU Clausthal
This book provides an introduction into the quantum mechanics of the interacting electron gas. It aims at students at the graduate level, that already have a good understanding on one-particle quantum mechanics. My aim is to include all proofs ...
(3109 views)
Book cover: Introduction to Electronic Structure MethodsIntroduction to Electronic Structure Methods
by - EPFL
The text introduces the basic notions of computational quantum chemistry, which allow to explore reaction mechanisms and explain observations of laboratory reactions. Methods for quantum chemistry can also be applied to solid state physics problems.
(4305 views)
Book cover: Methods of Electronic Structure TheoryMethods of Electronic Structure Theory
by
From the table of contents: theory of the electronic ground state; screening and electrostatics; formal linear response theory; electron gas results; pseudopotential perturbation theory; ground state of periodic solids; lattice dynamics.
(4215 views)