Title Details: | |
Mechanics |
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Authors: |
Koutselos, Andreas |
Reviewer: |
Diakonos, Fotios |
Subject: | NATURAL SCIENCES AND AGRICULTURAL SCIENCES > CHEMISTRY > PHYSICAL CHEMISTRY NATURAL SCIENCES AND AGRICULTURAL SCIENCES > PHYSICS > ELECTROMAGNETISM, OPTICS, ACOUSTIC, HEAT TRANSFER, CLASSICAL MECHANICS, AND FLUID DYNAMICS NATURAL SCIENCES AND AGRICULTURAL SCIENCES > PHYSICS > GENERAL PHYSICS > CLASSICAL AND QUANTUM INFORMATION |
Keywords: |
Statistical Mechanics
Classical Mechanics Quantum Mechanics |
Description: | |
Abstract: |
Molecular motion, in general, is described by classical mechanics at normal conditions and through quantum mechanics at low temperatures. Both theories are presented in this chapter, with classical mechanics based on the hamiltonian function that depends on the position and momentum degrees of freedom of the system. The calculation of the trajectories of the particles is presented as well as the determination of the states of the system in the (phase) space of positions and momenta. Quantum mechanics is presented through its principles and the hamiltonian is used for the production of the energy levels of a number of model systems. These systems are used for the description of the molecular rotation and vibration.
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Table of Contents: |
4. Mechanics
4 Summary 4 Prerequisites 4.1 Classical Mechanics 4.1.1 General 4.1.2 System Definition 4.1.3 Harmonic Oscillator 4.1.4 Description of Trajectory 4.1.5 Lagrange Equations 4.1.6 Hamiltonian Description 4.1.7 Independent Degrees of Freedom 4.2 Quantum Mechanics 4.2.1 General 4.2.2 Quantum Properties 4.2.3 Quantum Mechanical Principles 4.2.4 Molecular Models 4 Further Reading 4 Problems APPENDIX B |
Linguistic Editors: |
Klada, Nektaria |
Technical Editors: |
Zinas, Nikolaos |
Type: |
Chapter |
Creation Date: | 2015 |
Item Details: | |
License: |
http://creativecommons.org/licenses/by-nc-nd/3.0/gr |
Temporal Coverage: |
t does not apply |
Handle | http://hdl.handle.net/11419/5056 |
Bibliographic Reference: | Koutselos, A. (2015). Mechanics [Chapter]. In Koutselos, A. 2015. STATISTICAL THERMODYNAMICS [Undergraduate textbook]. Kallipos, Open Academic Editions. https://hdl.handle.net/11419/5056 |
Language: |
Greek |
Is Part of: |
STATISTICAL THERMODYNAMICS |
Number of pages |
42 |
Version: |
1st ed. |
Publication Origin: |
Kallipos, Open Academic Editions |