Mathematical Methods 4 Electrotechnic Freaks
eBook - ePub

Mathematical Methods 4 Electrotechnic Freaks

  1. 414 pages
  2. English
  3. ePUB (mobile friendly)
  4. Available on iOS & Android
eBook - ePub

Mathematical Methods 4 Electrotechnic Freaks

About this book

The book offers a practice-oriented introduction to the mathematical methods of electrical engineering. The focus is on the solution of ordinary and partial differential equations using analytical and numerical methods. The analytical methods are opposed to the numerical methods. The differential equations were chosen with a view to the problems of electrical engineering. It is shown how they can also be transferred to mechanics or thermodynamics. Numerous examples and exercises with elaborated solutions facilitate the transfer of knowledge to applications.

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Yes, you can access Mathematical Methods 4 Electrotechnic Freaks by Jürgen Ulm in PDF and/or ePUB format, as well as other popular books in Technology & Engineering & Electrical Engineering & Telecommunications. We have over one million books available in our catalogue for you to explore.

Table of contents

  1. Cover
  2. Titel
  3. Impressum
  4. Foreword
  5. Contents
  6. Symbols and abbreviations
  7. 1 Required mathematical basics
  8. 2 Coordinate systems
  9. 3 Geometric mean distance – GMD
  10. 4 LCR parallel and series resonant circuit
  11. 5 Current displacement in conductor
  12. 6 Bessel equation and Bessel function
  13. 7 Solution of differential equations using Green’s functions
  14. 8 Method of Lagrangian multipliers
  15. 9 Differential equations and finite elements
  16. 10 From the Method of Moments to the Galerkin Method
  17. 11 Traditional Galerkin Method
  18. 12 Galerkin method – solution of du/dx = u
  19. 13 Galerkin method – solution of −d2u/dx2 = 4x2 + 1
  20. 14 Galerkin method – solution of d2u/dx2 = −1 (I)
  21. 15 Galerkin method – solution of d2u/dx2 = −1 (II)
  22. 16 Galerkin method – Ampere’s law
  23. 17 Galerkin-FEM
  24. 18 Galerkin-FEM – solution of d2u/dx2 = −1 (I)
  25. 19 Galerkin-FEM – solution of d2u/dx2 = −1 (II)
  26. 20 Galerkin-FEM – Electrostatic field calculation
  27. 21 Galerkin-FEM – heat diffusion
  28. 22 Galerkin-FEM – magnetic field diffusion
  29. 23 Introduction to the finite difference method
  30. 24 Applications of FEM to product development
  31. 25 Virtual product design
  32. 26 Eigenvalue problems
  33. 27 Eigenvalue problem-MOM – solution of −d2u/dx2 = λu
  34. 28 Common features of methods to solve differential equations
  35. 29 Things worth knowing about modelling
  36. 30 Useful standards
  37. Bibliography
  38. A Appendix
  39. B Campus Künzelsau – Inside
  40. Index