Numerical analysis of magnetic fields by the finite element method using tetrahedral edge elements 四面体辺要素を用いた有限要素法による磁界の数値解析

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著者

    • Olszewski, Piotr オリズイスキー, ピオトル

書誌事項

タイトル

Numerical analysis of magnetic fields by the finite element method using tetrahedral edge elements

タイトル別名

四面体辺要素を用いた有限要素法による磁界の数値解析

著者名

Olszewski, Piotr

著者別名

オリズイスキー, ピオトル

学位授与大学

岡山大学

取得学位

博士 (学術)

学位授与番号

甲第1129号

学位授与年月日

1993-03-28

注記・抄録

博士論文

目次

  1. Table of Contents / p1 (0003.jp2)
  2. Table of Contents / p1 (0003.jp2)
  3. Acknowledgements / p4 (0005.jp2)
  4. Abstract / p5 (0005.jp2)
  5. List of Symbols / p6 (0006.jp2)
  6. List of Figures / p8 (0007.jp2)
  7. List of Tables / p11 (0008.jp2)
  8. 1 Introduction / p1 (0009.jp2)
  9. 2 The Finite Element Method / p7 (0012.jp2)
  10. 2.1 Introduction / p7 (0012.jp2)
  11. 2.2 Galerkin's Method / p8 (0013.jp2)
  12. 3 The Electromagnetic Field Equations / p13 (0015.jp2)
  13. 3.1 Introduction / p13 (0015.jp2)
  14. 3.2 Maxwell's Equations / p13 (0015.jp2)
  15. 4 A Survey of Existing Formulations for Three-Dimensional Problems / p19 (0018.jp2)
  16. 4.1 Introduction / p19 (0018.jp2)
  17. 4.2 Static Formulations / p19 (0018.jp2)
  18. 4.3 Time Dependent Formulations / p22 (0020.jp2)
  19. 4.4 Vector Potential Methods / p26 (0022.jp2)
  20. 5 Scalar and Vector Shape Functions for Tetrahedral Elements / p35 (0026.jp2)
  21. 5.1 Introduction / p35 (0026.jp2)
  22. 5.2 Nodal Shape Functions / p37 (0027.jp2)
  23. 5.3 Edge Shape Functions / p43 (0030.jp2)
  24. 5.4 Facet Shape Functions / p52 (0035.jp2)
  25. 6 Vector Potential Formulations for Magnetostatic and Eddy Current Problems using Tetrahedral Edge Elements / p55 (0036.jp2)
  26. 6.1 Introduction / p55 (0036.jp2)
  27. 6.2 Galerkin Approximation of the Magnetostatic and Linear Problem / p57 (0037.jp2)
  28. 6.3 Magnetostatic and Non-Linear Problem / p73 (0045.jp2)
  29. 6.4 Steady State and Linear Problem / p80 (0049.jp2)
  30. 6.5 Tree/Co-Tree Technique of Imposing Gauge Condition / p87 (0052.jp2)
  31. 6.6 Modeling of Source Currents / p94 (0056.jp2)
  32. 7 Numerical Model for Soft Anisotropic Materials / p103 (0060.jp2)
  33. 7.1 Introduction / p103 (0060.jp2)
  34. 7.2 Physical Concept of Energy/Coenergy Based Model of Anisotropy / p104 (0061.jp2)
  35. 7.3 Energetic Model of Anisotropy / p106 (0062.jp2)
  36. 7.4 Reconstruction of the Hq component / p114 (0066.jp2)
  37. 7.5 Conclusions / p120 (0069.jp2)
  38. 8 Program Verification / p121 (0069.jp2)
  39. 8.1 Introduction / p121 (0069.jp2)
  40. 8.2 Generation of Meshes for Test Problems / p122 (0070.jp2)
  41. 8.3 The Test Problems / p125 (0071.jp2)
  42. 9 Adaptive Mesh Refinement of Tetrahedral Meshes / p173 (0095.jp2)
  43. 9.1 Introduction / p173 (0095.jp2)
  44. 9.2 Concept of the Adaptive Mesh Refinement / p175 (0096.jp2)
  45. 9.3 Delaunay Tessellation and Delaunay Meshes / p177 (0097.jp2)
  46. 9.4 Handling Boundary Conditions, Excitations and Material Data / p178 (0098.jp2)
  47. 9.5 The Error Estimates / p179 (0098.jp2)
  48. 9.6 Refinement Algorithm for Tetrahedral Meshes / p190 (0104.jp2)
  49. 9.7 Error Convergence Test / p200 (0109.jp2)
  50. 9.8 Mesh Quality Measure / p200 (0109.jp2)
  51. 9.9 Verification of the Refinement Algorithm / p201 (0109.jp2)
  52. Conclusions / p211 (0114.jp2)
  53. References / p215 (0116.jp2)
  54. Appendix / p222 (0120.jp2)
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各種コード

  • NII論文ID(NAID)
    500000094349
  • NII著者ID(NRID)
    • 8000000094575
  • DOI(NDL)
  • NDL書誌ID
    • 000000258663
  • データ提供元
    • NDL-OPAC
    • NDLデジタルコレクション
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