Logo

Thermodynamic Extension of Density-functional Theory

Small book cover: Thermodynamic Extension of Density-functional Theory

Thermodynamic Extension of Density-functional Theory
by

Publisher: arXiv
Number of pages: 144

Description:
Density-functional theory is a rigorous approach for describing the ground state of any electronic system. Topics: Basic Massieu function, its Legendre and Massieu-Planck transforms for equilibrium state in terms of density matrix; Finite-temperature ensemble spin-density functional theory; Zero-temperature limit of the ensemble spin-density functional theory.

Home page url

Download or read it online for free here:
Download link 1
Download link 2
Download link 3

(multiple PDF files)

Similar books

Book cover: Introductory Physical ChemistryIntroductory Physical Chemistry
by - McGill University
Topics: Probability and Statistics; The Maxwell-Boltzmann Distribution; Collision Rates, Diffusion and Viscosity; Collision Theory of the Rate Constant; First Law of Thermodynamics; Thermochemistry; Ideal Gas Carnot Engines and Efficiency; etc.
(11005 views)
Book cover: Advanced Chemical KineticsAdvanced Chemical Kinetics
by - InTech
The book on Advanced Chemical Kinetics gives insight into different aspects of chemical reactions both at the bulk and nanoscale level. Sections: Kinetics Modeling and Mechanism, Kinetics of Nanomaterials, Kinetics Techniques.
(6106 views)
Book cover: Many-body Perturbation Theory of MoleculesMany-body Perturbation Theory of Molecules
by
This text is concerned with the application of the many-body perturbation theory to arbitrary molecular systems. The method is computationally more efficient than other schemes and has a number of theoretical properties which make it attractive.
(10743 views)
Book cover: Quantum Mechanics: Lecture Notes on Quantum ChemistryQuantum Mechanics: Lecture Notes on Quantum Chemistry
by - University of Houston
Contents: Survey of Classical Mechanics; Waves and Wavefunctions; Semi-Classical Quantum Mechanics; Postulates of Quantum Mechanics; Bound States of Schroedinger Equation; Quantum Mechanics 3D; Perturbation theory; Many Body Quantum Mechanics.
(9810 views)