Applied Mathematics
- Faculty
Faculty of Engineering and Computer Science
- Version
Version 1 of 18.12.2025.
- Module identifier
11B1030
- Module level
Bachelor
- Language of instruction
German
- ECTS credit points and grading
7.5
- Module frequency
only summer term
- Duration
1 semester
- Brief description
Building on the fundamentals of mathematics, application-oriented and study program-specific mathematical knowledge and computer-aided methods are taught.
- Teaching and learning outcomes
Integral calculus
1st and 2nd order differential equation
Oscillations, complex numbers, Gaussian plane
Basic programming structures (e.g. Matlab and Simulink)
data analysis
- Overall workload
The total workload for the module is 225 hours (see also "ECTS credit points and grading").
- Teaching and learning methods
Lecturer based learning Workload hours Type of teaching Media implementation Concretization 45 Lecture Presence - 45 Practice Presence - Lecturer independent learning Workload hours Type of teaching Media implementation Concretization 30 Work in small groups - 60 Preparation/follow-up for course work - 45 Exam preparation -
- Graded examination
- Portfolio exam or
- Written examination
- Remark on the assessment methods
The examiners choose the type of examination from the options provided and inform the students at the beginning of the semester.
- Recommended prior knowledge
Fundamentals of mathematics
- Knowledge Broadening
Students can determine integrals and 1st and 2nd order differential equations. They can read in and display measurement data.
- Knowledge deepening
Students can demonstrate solutions.
- Knowledge Understanding
Students can classify damped vibrations.
Students can analyze measurement data.
- Application and Transfer
Students can apply integrals and differential equations to processes and in other modules.
Students can create mathematical models of growth, damping and oscillation.
Students develop differential equations from physical formulas, demonstrate system behavior in mathematical models and solve the temporal behavior of systems.
- Literature
Mareike Büscher, Wolfgang Stelzle: Umdruck zur Vorlesung Mathematik. 凤凰体育 Osnabrück, jeweils aktuelles Semester.
Christopher Dietmaier: Mathematik für angewandte Wissenschaften. Springer Vieweg,
Berlin, 2014.Lothar Papula: Mathematik für Ingenieure und Naturwissenschaftler - Anwendungsbei-
spiele. Springer Vieweg, Berlin, 2015.
- Applicability in study programs
- Sustainable Materials Technology and Product Development in Practise Network
- Sustainable Materials Technology and Product Development in Practise Network B.Sc. (01.09.2025)
- Sustainable Materials Technology and Product Development
- Sustainable Materials Technology and Product Development B.Sc. (01.09.2025)
- Dental Technology
- Dental Technology B.Sc. (01.09.2025)
- Power, Environmental and Process Engineering
- Power, Environmental and Process Engineering B.Sc. (01.09.2025)
- Person responsible for the module
- Wehm?ller, Michael
- Teachers
- Boklage, Alexander
- Wehm?ller, Michael