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13D011MME - Mathematical Modeling in Electrical Heating

Course specification
Course title Mathematical Modeling in Electrical Heating
Acronym 13D011MME
Study programme Electrical Engineering and Computing
Module Power Converters and Drives
Type of study doctoral studies
Lecturer (for classes)
Lecturer/Associate (for practice)
    Lecturer/Associate (for OTC)
      ESPB 9.0 Status elective
      Condition Thermal Processes in Electrical Power Components
      The goal Methods and tools for the modeling and calculations of electric, magnetic and temperature fields in plants and devices for electrical heating.
      The outcome Skills to apply methods and tools for the modeling and calculations of electric, magnetic and temperature fields in plants and devices for electrical heating.
      Contents
      Contents of lectures Overview and theoretical background of generating heat from electrical energy. Examples of complex mathematical models of heat generation and heat transfer in plants and devices for electrical heating. Application of modern computer calculation tools.
      Contents of exercises Student project.
      Literature
      1. 1. Fundamentals of heat and mass transfer, F.P.Incropera, D.P.DeWitt, John Wiley&Sons, Fifth edition, 2002.
      2. 2. Radakovic, Z., Cardillo, E., Schaefer, M., Feser, K. (2005): Design of the winding–bushing interconnections in large power transformers, Electrical Engineering (Archiv fur Elektrotechnik); Vol. 88, 183-190.
      3. 3. Radakovic, Z., Feser, K. (2003): A new Method for the calculation of the hot-spot temperature in power transformers with ONAN cooling. IEEE Trans. on Power Delivery, Vol. 18, No. 4, 1284-1292.
      4. Radakovic, Z., Milosevic, V., Radakovic, S. (2002): Application of temperature fuzzy controller in indirect resistance furnace. Applied Energy, Vol. 73, Issue 2, pp. 167-182.
      5. Radakovic, Z., Sorgic, M., Van der Veken, W., Claessens, G. (2011): Ratings of Oil Power Transformer in different Cooling Modes, IEEE Trans. on Power Delivery, Vol. 27, No. 2, 618-625.
      Number of hours per week during the semester/trimester/year
      Lectures Exercises OTC Study and Research Other classes
      6
      Methods of teaching Classical lessons, numerical examples, supervising student project.
      Knowledge score (maximum points 100)
      Pre obligations Points Final exam Points
      Activites during lectures 0 Test paper 30
      Practical lessons 20 Oral examination 0
      Projects
      Colloquia 0
      Seminars 50