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Master - Fakultät für Physik und Astronomie

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Ruprecht-Karls-University Heidelberg 39<br />

Department of Physics and Astronomy<br />

Code: MVBP2<br />

Programme: <strong>Master</strong> of Science (Physics)<br />

Course Title: Theoretical Biophysics<br />

Type: Lecture with exercises<br />

Credit Points: 6<br />

Workload: 180 h<br />

Teaching Hours:<br />

6/week<br />

Mode:<br />

WPM<br />

Term:<br />

SS<br />

Module Parts :<br />

• Lecture on “Theoretical Biophysics” (4 hours/week)<br />

• Exercise (2 hour/week)<br />

Module Contents:<br />

• Macromolecules<br />

-General properties of macromolecules: Freely jointed chain, the Gaussian chain model,<br />

elastic rod model, self avoiding chains, conformations and energy landscapes,<br />

macromolecules in solution, Macromolecules at a surface<br />

-Intermolecular interactions and electrostatic screening<br />

-Helix-Coil transition<br />

-DNA melting -Polyelectrolytes: The Poisson-Boltzmann equation<br />

-Proteins: Protein folding numerical approaches, folding as a spin glass problem Proteinprotein<br />

interactions -Chromatin: Chromatin models, force-extension behaviour of folded<br />

macromolecules<br />

-Genes: Gene expression and genetic code<br />

• Membranes<br />

- Self–assembly of micelles<br />

-Surface behaviour of lipids: differential geometry of surfaces, membrane elasticity and<br />

bending energy, membrane fluctuations<br />

-Structure of Lipids -Cell Membranes<br />

• Transport<br />

- Diffusion -Polymer dynamics: Rouse Model, hydrodynamic interactions<br />

• Networks<br />

- Gels<br />

-Metabolic Networks: Boolean networks, scale-free networks, robustness of<br />

networks<br />

• Molecular Motors<br />

-Polymerization of cell filaments<br />

-Brownian ratchet<br />

-A basic model of a molecular motor<br />

• Statistical Analysis<br />

-Bayesian Analysis<br />

-Monte Carlo Methods<br />

-Hidden Markov Models<br />

Objective: Introduction to theoretical concepts for physics of living matter<br />

Necessary/useful Knowledge: Basics of Classical Mechanics, Electrodynamics and<br />

Statistical Mechanics<br />

Recommended Literature: To be announced by lecturer<br />

Specialties: Exercises with homework<br />

Form of Testing and Examination: To be defined by lecturer before beginning of course<br />

2012.1/v2

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