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Statistical mechanics of soft matter is a senior undergraduate/graduate course requiring the introductory course in statistical physics
The aim of this course is the understanding and the description of the properties and behaviour of soft matter by using statistical mechanics techniques.
During the course, the student will be introduced to different soft matter systems, namely polymers, liquid crystals, surfactants and membranes.
For each of them, one or more statistical mechanics models will be introduced, and their typical properties will be obtained, with standard statistical mechanics approaches.
Polymers: definitions; real, ideal and gaussian chains, continuous models (worm-like chain); polymers under external constraints, concept of blobs; swelling and collapse of a chain; polymer solutions.
Liquid crystals: definitions, phases, microscopic models.
Surfactants: definitions, interactions, self assembly, interfaces.
Membranes: definitions; surface tension, bending rigidity and Helfrich hamiltonian; mechanical and dynamical properties, stress tensor.
Numerical tools for soft matter
Statistical physics I
Alberto Imparato
6 hours per week divided in lectures, exercises, group work, and internet
English
To be decided
Exam: 3. quarter
Re-exam: Arranged with lecturer
Institut for Fysik og Astronomi
Via selvbetjeningen på https://mit.au.dk/
There will be an oral examination. The examination time is 25 minutes. There is no preparation. The student draws a question and gives a 10-15 minutes presentation. After that the examination has the form of a discussion between the student and the examiner with the presence of an internal examiner. Based on an over-all evaluation the student will get a grade according to the 7-scale.