Navigation

13D081MMF - Mathematical Modeling of Processes in Physics and Technics

Course specification
Course title Mathematical Modeling of Processes in Physics and Technics
Acronym 13D081MMF
Study programme Electrical Engineering and Computing
Module
Type of study doctoral studies
Lecturer (for classes)
Lecturer/Associate (for practice)
    Lecturer/Associate (for OTC)
      ESPB 9.0 Status elective
      Condition Mathematics 1, Mathematics 2
      The goal Training candidates for self contained posing and solving problems in the area of modelling of processes in science and engineering.
      The outcome Knowledge and ability candidates for self contained posing and solving problems in the area of modelling of processes in science and engineering.
      Contents
      Contents of lectures Introduction to mathematical modeling. Fundamentals. Examples from science and technology. Qualitative analysis of DE and PDE. Calculus of variations. Basic of approximate methods for solving problems. The finite difference method. The finite element method. Note: Depending on the candidate’ electoral field of studies , content and subject matter adjusts its real mathematical needs.
      Contents of exercises
      Literature
      1. P.B.Kahn: "Math. Methods for Scientists and Engineers", 1990.
      2. K.F.Riley, M.P.Hobson, S.J.Bence: "Math. Methods for Physics and Engineering", 2004
      3. S. Fempl: "Elements of calculus of variations", Gradjevinska knjiga, Belgrade, 1965. (in Serbian)
      4. S. Aljančić: "Mathematics II - calculus of variations", PFV Oeconomica, Belgrade, 1972. (in Serbian)
      Number of hours per week during the semester/trimester/year
      Lectures Exercises OTC Study and Research Other classes
      6
      Methods of teaching Traditional teaching course.
      Knowledge score (maximum points 100)
      Pre obligations Points Final exam Points
      Activites during lectures 10 Test paper 20
      Practical lessons 0 Oral examination 30
      Projects
      Colloquia 0
      Seminars 40