Chemistry
- Admission : /en/education/bachelor/chemistry/admission/
- Structure of studies : /en/education/bachelor/chemistry/structure-of-studies/
- Study program : /en/education/bachelor/chemistry/study-program/
- Career perspectives : /en/education/bachelor/chemistry/career-perspectives/
- Exchange programs : /en/education/bachelor/chemistry/exchange-programs/
- People : /en/education/bachelor/chemistry/people/
- Admission : /en/education/bachelor/chemistry/admission/
- Structure of studies : /en/education/bachelor/chemistry/structure-of-studies/
- Study program : /en/education/bachelor/chemistry/study-program/
- Career perspectives : /en/education/bachelor/chemistry/career-perspectives/
- Exchange programs : /en/education/bachelor/chemistry/exchange-programs/
- People : /en/education/bachelor/chemistry/people/
Study program
Department:
Chemistry
Module: Chemical Process Modeling
Course description
Back-
Objectives
After completing this course, the student will be able to use Matlab as a tool to:
- perform simple and advanced mathematical calculations
- perform data regression and apply statistical analysis
- create scripts and functions
- generate 2D and 3D graphs and visualize data
- solve ordinary differential equations (ODEs)
- simulate simple chemical processes in different operating modes
-
Content
- Introduction to Matlab
- Writing and executing scripts
- Vectors, matrices, structures & cells
- Linear regression and polynomials
- 2D and 3D graphs
- ''if'', ''for'' and ''while'' loops; writing functions and calculation routines
- Solving ordinary differential equations
- Numerical simulation of chemical processes
- User interfaces
Type of teaching and workload
Lecture course (including exercises)
32 periods
Course specification
Year of validity
2024-2025
Weight
3rd year
Semester
Autumn
Program
French,Bilingual
Department
Chemistry
Language of instruction
English
ID
B3C-MOSI-C
Level
Advanced
Course type
Core
Study program
Bachelor
Evaluation methods
- Continuous assessment Written work
Course grade calculation method
The continuous assessment mark corresponds to the weighted average of all of the semester's exams. In case of a revision exam, the course's final mark corresponds to the arithmetic average of the continuous assessment and the revision exam marks.
Reference work
- Polycopié du cours (en français).
- Matlab documentation (in English).
Intructor(s) and/or coordinator(s)
Michal Dabros