2023-2024 / CHIM9308-1

Physical chemistry

Duration

30h Th, 10h Pr

Number of credits

 Master of Science (MSc) in Engineering Physics4 crédits 

Lecturer

Bernard Leyh

Language(s) of instruction

English language

Organisation and examination

Teaching in the first semester, review in January

Schedule

Schedule online

Units courses prerequisite and corequisite

Prerequisite or corequisite units are presented within each program

Learning unit contents

The course develops links between the molecular and the macroscopic properties of chemical systems by introducing and using the tools of statistical mechanics.
Chapter 1. Quantum mechanics of chemical systems and introduction to spectroscopy
Chapter 2. The basic principles of statistical mechanics. Theory of Gibbs ensembles
Chapter 3. Systems of independent particles (ideal gases): Maxwell-Boltzmann, Fermi-Dirac, and Bose-Einstein statistics
Chapter 4. Ideal systems: applications of Maxwell-Boltzmann statistics (including transition state theory)
Chapter 5. Beyond the dilute limit: ideal degenerate fermion and boson gases
Chapter 6. Systems of interacting particles: real gases

Learning outcomes of the learning unit

The course aims at making the students able to use the tools of spectroscopy and statistical mechanics to explain the behaviour of physico-chemical systems and to develop applications thereof.

This course contributes to the learning outcomes I.1, I.2, II.1, II.2, III.1, III.2, VI.1 of the MSc in engineering physics.

Prerequisite knowledge and skills

Basic quantum mechanics course

Planned learning activities and teaching methods

The course consists in lectures devoted to the theoretical developments while favouring the active participation of the students, followed by exercise classes with open-ended problems possibly requiring the use of a data handling software.

Mode of delivery (face to face, distance learning, hybrid learning)

Blended learning


Additional information:

4-hour seminars (Monday 1:45-5:45 pm) during the first semester, consisting in:
- two lectures (2x 1 1/2 h)
- one exercise class (1h)

Recommended or required readings

Powerpoint presentations will be made available.

The following textbooks provide the students with complementary information and are recommended as reference reading.

N. M. Laurendeau, Statistical Thermodynamics. Fundamentals and Applications, Cambridge University Press (2005)

C. Texier & G. Roux, Physique statistique, Dunod (2017)

J. W. Daily, Statistical Thermodynamics. An Engineering Approach, Cambridge University Press (2019)

Exam(s) in session

Any session

- In-person

written exam ( open-ended questions ) AND oral exam

Written work / report


Additional information:

Each student will be assigned a personal numerical mini-project during the semester. The report for this project will have to be handed over electronically (Bernard.Leyh@uliege.be) on the day before the examination day (January 2024) at the latest.

The examination in January 2023 (half a day) will be partly written and partly oral.

The final grade will be an average of the assessment of the project (30%) and of the January examination (70%).

For the second examination period (August-September), a new numerical project may be assigned and will have to be handed over on the day before the examination day at the latest. A mixed written-oral examination will be organized like in January. The weighting of the different assessments will be the same as in January.

The numerical mini-project is mandatory and considered as an integral part of the course. The student who will not deliver the report for the required deadline will not be allowed to present the oral-written exam.

Work placement(s)

Organisational remarks and main changes to the course

The course in taught in English. It will be taught face-to-face as long as it is possible.

Contacts

Bernard Leyh Department of Chemistry, Building B6c (Office R77 and lab S48), B-4000 Liège 1 (Sart Tilman) Phone: +32/(0)4/366.34.25 - E-mail : Bernard.Leyh@uliege.be

Association of one or more MOOCs