HUANG MECCANICA STATISTICA PDF

Teacher Elisa Ercolessi. Credits 6. Teaching Mode Traditional lectures. Language Italian. AMS Campus. At the end of the course, the student knows the statistical laws that rule the thermodynamic behavior of macroscopic systems with a high number of particles and is able to describe the principal applications to both classical and quantum gases and to magnetic systems.

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Teacher Elisa Ercolessi. Credits 6. Teaching Mode Traditional lectures. Language Italian. AMS Campus. At the end of the course, the student knows the statistical laws that rule the thermodynamic behavior of macroscopic systems with a high number of particles and is able to describe the principal applications to both classical and quantum gases and to magnetic systems.

We will study the theoretical bases of classical and quantum statistical mechanics. Special attention will be paid to the study of paradigmatic models and of applications to relevant systems in physics.

The formalism of second quantization for the description of many body systems. Theoretical topics are fully explained in class by the teacher. Some classes will be devoted to exercises that students will solve under the teacher's supervision. Oral exam. Questions will cover both the theoretical part and the exercises analysed in class. See the website of Elisa Ercolessi. Search Search Close. People Structures Close.

My e-mail for students My e-mail for staff Close. Facebook Twitter Linkedin Send to friend. Search Course unit catalogue. Course contents We will study the theoretical bases of classical and quantum statistical mechanics. Foundations of Classical Statistical Mechanics - Review of thermodynamics and mechanics.

Foundations of Quantum Statistical Mechanic s - Review of quantum mechanics: density matrices, pure and mixed states. Morandi, F. Pathria, Statistical Mechanics, Butterworth. Assessment methods Oral exam. Office hours See the website of Elisa Ercolessi.

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31552 - Statistical Mechanics 1

We'd like to understand how you use our websites in order to improve them. Register your interest. An effective Microcanonical Thermodynamics of self gravitating systems SGS is proposed, analyzing the well known obstacles thought to prevent the formulation of a rigorous Statistical Mechanics SM , as those due to the formal unboundedness of available phase space and to the unscreened, long range, nature of the interaction. The latter feature entails the well known in equivalence of statistical ensembles, puts clearly into question the meaning, for these systems, of the Thermodynamic Limit , and rules out the use of canonical and grand-canonical ensembles. As to the first obstacle , we argue nevertheless that a hierarchy of timescales exist such that, at any finite time , the volume of the effectively available region of phase space is indeed finite, and that the dynamics satisfies a strong chaos criterion, leading to a fast , increasingly uniform, spreading of orbits over an effectively invariant subset of the constant N,V,E surface; thus leading to the definition of a secularly evolving, generalized microcanonical ensemble , which allows to define an almost extensive effective entropy and to derive self-consistent definitions for other thermodynamic variables, giving thus an orthode for SGS. Moreover, a Second Law-like criterion allows to single out the hierarchy of secular equilibria describing, for any finite time, the macroscopic behaviour of SGS.

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MECCANICA STATISTICA II

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We use cookies to give you the best possible experience. By using our website you agree to our use of cookies. Dispatched from the UK in 5 business days When will my order arrive? Alessandro Teta. Riccardo D'Auria. Kurt Lechner. Sergio Petrera.

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