Lectures

Free Energy Course

Free energy is perhaps the most important thermodynamic quantity. Many, if not almost all of the physical properties a chemist or a biochemist can be interested in depend directly or indirectly on the free energy of the system. For example, binding constants, association and dis-association constant and conformational preferences are all directly related to the difference in free energy between alternate states.

Free energy is a statistical property, it can be seen as a measure of the probability of finding a system in a given state. Furthermore, it is a global property that depends on the extent of the phase (or configuration) space accessible to the molecular system. To get a good estimate of the absolute free energy you would theoretically need to sample the whole phase space, which is not possible.

What can be calculated is the difference in free energy between two related states of a system, which corresponds to the relative probability of finding a system in one state as opposed to the other.

The free energy is usually expressed as the Helmholtz function, F, or the Gibbs function, G. The Helmholtz function is appropriate for a system with a constant number of particles, temperature and volume (constant NVT; the corresponding ensemble is also referred to as the canonical ensemble) whereas the Gibbs free energy is appropriate for constant number of particles, pressure and temperature (NPT ensemble).

Molecular Dynamics (MD) Course

This course is designed to provide a basic introduction to the computer aided modeling of biomolecules such as proteins, nucleic acids and lipid bilayers. The exercises will concentrate on the manipulation of protein structures and assumes a basic knowledge of protein primary and secondary structure.

There are several short courses on protein structure available on the web. One developed by Georges-Louis Friedli can be found on his website.

Another course on protein structure (Principles of Protein Structure, Comparative Protein Modelling and Visualisationt) developed by Nicolas Guex and Manuel C. Peitsch (GlaxoWellcome Experimental Research S.A.) can be found here.

Some aspects of modeling techniques have been covered in the lectures. A number of web-based courses have also been developed at different institutes. Two examples which describe the theoretical principles underlying this work are:

The aim of this practical is twofold:


This page was last updated on August the 30th, 2016.

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