Difference between revisions of "CEM"

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=== Course Description ===
 
=== Course Description ===
Introduction to fundamentals and techniques of finite element method and modelling in electromagnetics. The course includes: basics of electromagnetics, equations of static magnetic, electrostatic, eddy current and time-dependent problems, Helmholtz-equation, basic of finite element method, nodal and edge shape functions, boundary conditions, mesh operations. The course participants meet the following automotive examples in practice, fuel injection solenoid, eddy current brake, permanent magnet motor and an automobile cable harness analysis.
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Introduction to fundamentals and techniques of finite element method and modelling in electromagnetics. The course includes: basics of electromagnetics, equations of static magnetic, electrostatic, eddy current and time-dependent problems, Helmholtz-equation, basic of finite element method, nodal and edge shape functions, boundary conditions, mesh operations. The course participants meet the following automotive examples in practice, fuel injection solenoid, induction heating, permanent magnet motor and an automobile cable harness analysis.
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* [[Lecture 1.]]
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* [[Lecture 1. - Assignment]] - Fuel Injection Solenoid
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* [[Lecture 2.]]
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* [[Lecture 2. - Assignment]] - Induction Heating
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* [[Lecture 3.]]
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* [[Lecture 3. - Assignment]] - Permanent Magnet Motor
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* <span style="color:red">'''[[Homework Assignment]] - Analysis of Solenoid Valve'''</span>

Revision as of 17:37, 22 February 2019

Introduction to Computational Electromagnetics

Instructors

  • Dániel Marcsa (lecturer)
  • Lectures: Monday, 14:50 - 16:25 (D201), 16:30 - 17:15 (D105)
  • Office hours: by request

Teaching Assistants

  • -
  • Office hours: -.

Course Description

Introduction to fundamentals and techniques of finite element method and modelling in electromagnetics. The course includes: basics of electromagnetics, equations of static magnetic, electrostatic, eddy current and time-dependent problems, Helmholtz-equation, basic of finite element method, nodal and edge shape functions, boundary conditions, mesh operations. The course participants meet the following automotive examples in practice, fuel injection solenoid, induction heating, permanent magnet motor and an automobile cable harness analysis.