'Canonical partition function' diaporamas de présentation

Statistical Thermodynamics

Statistical Thermodynamics. Dr. H enry Curran NUI Galway. Background. Thermodynamic parameters of stable molecules can be found. However, those for radicals and transition state species cannot be readily found. Need a way to calculate these properties readily and accurately.

2.55k views • 128 slides

1.57k views • 73 slides

Ideal diatomic gas: internal degrees of freedom

Ideal diatomic gas: internal degrees of freedom. Polyatomic species can store energy in a variety of ways: translational motion rotational motion vibrational motion electronic excitation Each of these modes has its own manifold of energy states, how do we cope?.

923 views • 61 slides

Shear viscosity of a highly excited string and black hole membrane paradigm

Shear viscosity of a highly excited string and black hole membrane paradigm. Yuya Sasai Helsinki Institute of Physics and Department of Physics University of Helsinki in collaboration with A. Zahabi. Based on arXiv:1010.5380 Accepted by PRD. RIKEN symposium 2010 18 December 2010.

406 views • 28 slides

Physical Chemistry IV 01403343 The Ensemble

Physical Chemistry IV 01403343 The Ensemble. Piti Treesukol Chemistry Department Faculty of Liberal Arts and Science Kasetsart University : Kamphaeng Saen Campus. Event is a series of consecutive pictures of evolving system. System is changing with time. T. 7. 7. 12. 3. 5. 9. 7.

595 views • 18 slides

PARTITION FUNCTION

PARTITION FUNCTION. Defintion. The partition function Z is an important quantity that encodes the statistical properties of a system in thermodynamic equilibrium. It is a function of temperature and other parameters, such as the volume enclosing a gas. 1. Canonical partition function.

7.33k views • 18 slides

A Recursive Method to Calculate Nuclear Level Densities

A Recursive Method to Calculate Nuclear Level Densities. Piet Van Isacker GANIL, France. Models for nuclear level densities Level density for a harmonic oscillator potential Simple illustrations Extension to general potentials. Models for nuclear level densities.

327 views • 15 slides

Pairing phase transition in mesoscopic systems

Pairing phase transition in mesoscopic systems. Tony Sumaryada Alexander Volya Department of Physics Florida State University Tallahassee, FL 32306 19 th National Nuclear Physics Summer School July 8-20 th 2007 Florida State University Tallahassee Florida. Outline.

237 views • 11 slides