ECTS
30 credits
Training Structure
College of Sciences
Time of year
Fall
List of Courses
Advanced Organic Chemistry
4 creditsIntroduction to Quantum Physics
4 credits36hCareer Paths in Education
3 credits24hElectrical Engineering and Electrodynamics
4 creditsPreparation for the CAPES PC Physics Written Exam
3 creditsPreparation for the CAPES PC Chemistry Written Exam
2 creditsThermodynamics: Microscopic and Macroscopic Aspects
4 creditsEnglish S5
2 creditsApplied Optics
4 credits36h
Advanced Organic Chemistry
ECTS
4 credits
Training Structure
College of Sciences
Time of year
Fall
Introduction to Quantum Physics
Level of Education
Bachelor's degree (BAC +3)
ECTS
4 credits
Training Structure
College of Sciences
Number of hours
36h
This course is a simplified introduction to quantum physics.
We will begin by providing a historical overview of the early days of quantum mechanics: atomic emission spectra, blackbody radiation (we will explore the logic behind this term), the photoelectric effect, etc.
A simplified introduction to Fourier transforms will help us understand the relationship between spectral line width and time evolution at first,
and later on, help us understand Heisenberg’s uncertainty principle.
A significant portion of the course will be devoted to matter waves, through the Schrödinger equation, in very simple special cases.
Finally, we will conclude with a few aspects of magnetism (which is, of course, quantum in nature).
Career Paths in Education
ECTS
3 credits
Training Structure
College of Sciences
Number of hours
24h
Time of year
Fall
Electrical Engineering and Electrodynamics
ECTS
4 credits
Training Structure
College of Sciences
Time of year
Spring
Preparation for the CAPES PC Physics Written Exam
ECTS
3 credits
Training Structure
College of Sciences
Time of year
Fall
Preparation for the CAPES PC Chemistry Written Exam
ECTS
2 credits
Training Structure
College of Sciences
Time of year
Fall
Thermodynamics: Microscopic and Macroscopic Aspects
ECTS
4 credits
Training Structure
College of Sciences
Time of year
Fall
Thermodynamics: Microscopic and Macroscopic Aspects
Thermodynamics is the tool of choice for studying matter on a macroscopic scale. In particular, when it comes to chemical reactions, it allows us to predict the direction in which they proceed and their equilibrium state. In the early years of the bachelor’s program, the focus is on describing the principles of thermodynamics and their direct application to chemistry in the case of simple, single-phase equilibrium reactions or reactions between homogeneous phases. This course will expand on this knowledge in two directions.
First, we will generalize this macroscopic thermodynamic descriptive framework to more complex systems, such as interfacial systems where surface tension plays a role, or non-uniform phases where the composition is not the same everywhere due to an external field. We will also study phase transitions and equilibrium displacements.
Next, we will examine the connection to the microscopic world, where matter is described at the atomic scale. We will show that the evolution predicted by thermodynamics is statistical in nature, with the equilibrium state corresponding to the most probable macroscopic state given the constraints imposed on the system. This will allow us to deduce the macroscopic thermodynamic properties of a physicochemical system from its microscopic description.
English S5
ECTS
2 credits
Training Structure
College of Sciences
Time of year
Fall
Applied Optics
Level of Education
Bachelor's degree (BAC +3)
ECTS
4 credits
Training Structure
College of Sciences
Number of hours
36h
At the beginning of this course unit, we will review, on the one hand, the concepts of light rays and the conditions for the approximation of geometric optics and, on the other hand, the concepts in wave physics that are important for physical optics.
Then, starting with the scalar approximation of light waves—a special case of electromagnetic waves—we will describe light sources, interference phenomena involving two waves and N waves, and then diffraction in the Fraunhofer approximation.
We will continue by studying various widely used physical systems, focusing on their resolving power and applications: the microscope, the telescope, the Michelson interferometer, the diffraction grating spectrometer, and the Fabry-Pérot interferometer.
Finally, we will conclude with the concepts of spatial and temporal coherence of light sources and their applications (stellar interferometry, speckle, etc.)