There are no comments. David Tong: Lectures on Statistical Physics. bottom of the page. Lines which are too long are difficult to read, so set the width of your browser to just a little more than Link to the presentation slides: drive.google.com/file/d/0B8hDfVvVdCImYl9EbW5OaV9JOUk/edit?usp=sharing Sorry for the poor audio in some parts of this video! Note he uses U for the internal energy. This is the introductory lecture of a undergraduate class on thermal and statistical physics I taught in 2013. V. Random Variable . However please be aware that these They were last updated in May 2012. indirectly via systems in contact with a heat bath (see remarks at the start of the section It covers kinetic theory and the Boltzmann equation, stochastic … The recommended texts for the course are The notes of the previous course lecturer, Prof Galla, are available on Blackboard. Site Design and Development by Gabriel Leitao. is Mandl), and many subtleties are glossed over or totally ignored! JavaScript is not enabled in your browser! III. This is a series of undergraduate physics lectures in HD quality on thermal physics and statistical mechanics taught by Prof. Mark Ancliff at the Catholic University of Korea in 2013. and for the statistical sections, Statistical Physics of Non-isolated Systems). For instance, the familiar equation of state of an ideal gas,PV=νRT(see Section 6.2), is actually a statistical result. They are not a substitute for lectures, nor for text books, but are intended to help understand the most important In other words, it relates the average pressure, and the average volume, to the average temperature. This is an introductory course on Statistical Mechanics and Thermodynamics given to final year undergraduates. (The referenced material will generally be found at the top of the linked screen, unless it is close to the here, courtesy of Jeff Biggus, formerly of the we can forget that the results are statistical at all, and treat them as exact laws of physics. Statistical Physics. Classical Thermodynamics: the first law, Course details and how to use these notes, Statistical Physics of Non-isolated Systems. For the thermal section of the course, there is also After developing the fundamentals of the subject, the course covers classical gases, quantum gases and phase transitions. A graduate course on basic topics in non-equilibrium statistical mechanics. 1. An almost entirely non-mathematical introduction to the subject by T. W. Leland is It is good practice to read a section through before exploring any of the links, and then ask yourself what A second course on statistical mechanics, covering non-equilibrium phenomena, can … which are about to be used; others link to examples or help with maths, and still others link to details These lecture notes are intended for students studying PC235 Thermal and Statistical Physics. with a 14 pt font, so that the following Authors: K P N Murthy. The following notes should help you understand the lay-out of these pages and For instance, the familiar equation of state of an ideal gas, PV=νRT(see Section 6.2), is actually a statistical result. Note that ``correct'' of derivations. IV. Kittel, C. and Kroemer, H. Thermal Physics 2nd Edition (Freeman). Don't over-use these links, especially of the first kind, or you will easily lose the thread of the VI. to mail me. like the ideal gas, with indistinguishable particles. Zemansky, M. W. and Dittman, R. H. Heat and Thermodynamics 7th edition (McGraw Hill) Note they use ``localised systems'' to mean those, drive.google.com/file/d/0B8hDfVvVdCImYl9EbW5OaV9JOUk/edit?usp=sharing, Avagadro's Number and Equipartition Theorem, Non-interacting Distinguishable Particles. Some link back to previous sections to remind you of results and definitions Notebook in pdf containing lecture notes of Chapters 8, 9, 10, 12 and 14 . This note covers the following topics: systems surroundings and thermodynamic variables work and equilibrium introduced, temperature and the zeroth law of thermodynamics, basic properties of basic systems, reversible processes, internal energy: heat capacities and the first law of thermodynamics, isothermal and adiabatic expansions, ideal gas and Van der … This is the introductory lecture of a undergraduate class on thermal and statistical physics I taught in 2013. Introduction -- Course in Thermal and Statistical Physics Instructor: David Simmons-Duffin, Lauritsen 442, (dsd@caltech).Office hours by appointment. Authors: K P N Murthy. PHYS 3370. The following notes should help you understand the …