In this course we will learn about statistical physics concepts as they are relevant to a wide array of soft matter experiments. The course will include reviews on concepts in statistical physics as well as readings of papers where the concepts are utilized in experiments.

1. Basics of probability
Random walk
Binomial distribution
Gaussian distribution
Central limit theorem

2. Basics of statistical physics
Basic concepts postulates
Ensembles
Equipartition

3. Brownian motion
Einstein relation
Langevin equation
Fluctuation dissipation theorem
Fokker-Planck equation

Target group: This course is aimed towards students with some knowledge of statistical physics concepts who want to see the connection between classroom concepts and real-world experiments. It is also suitable for students interested to learn about the wide range of topics that fall under the umbrella of soft condensed matter physics.

Prerequisites: At the very least a strong mathematical background (calculus, probabilities).

Evaluation: Participation in the practical session and attendance to the class up to 80%.
Present the homework requested.

Teaching format: Lectures + weekly paper reading / presentations

ECTS: 3 Year: 2020

Track segment(s):
PHY-CON Physics - Condensed Matter

Teacher(s):
Scott Waitukaitis

Teaching assistant(s):

If you want to enroll to this course, please click: REGISTER