A study of deformation mechanism in granular materials based on slip-line analyses すべり線解析に基づく粒状体の変形機構の研究

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Author

    • Ayman Hassan Meiz アイマン ハサン メイズ

Bibliographic Information

Title

A study of deformation mechanism in granular materials based on slip-line analyses

Other Title

すべり線解析に基づく粒状体の変形機構の研究

Author

Ayman Hassan Meiz

Author(Another name)

アイマン ハサン メイズ

University

東北大学

Types of degree

工学博士

Grant ID

甲第4286号

Degree year

1990-09-12

Note and Description

博士論文

Table of Contents

  1. TABLE OF CONTENTS / p4 (0008.jp2)
  2. CHAPTER 1 INTRODUCTION / p1 (0014.jp2)
  3. References / p6 (0019.jp2)
  4. CHAPTER 2 SLIP-LINE ANALYSIS OF GRANULAR MATERIALS USING OBLIQUE COORDINATE SYSTEM / p8 (0021.jp2)
  5. 2.1 Introduction / p8 (0021.jp2)
  6. 2.2 Review on Slip Line Analysis / p9 (0022.jp2)
  7. 2.3 Stresses in Oblique Coordinate System / p20 (0033.jp2)
  8. 2.4 Velocity Equations in Oblique Coordinate System / p30 (0043.jp2)
  9. 2.5 Rate of Energy Dissipation / p36 (0049.jp2)
  10. 2.6 Summary and Conclusion / p44 (0057.jp2)
  11. References / p45 (0058.jp2)
  12. CHAPTER 3 APPLICATIONS OF SLIP LINE ANALYSIS TO PLANE PROBLEMS / p47 (0060.jp2)
  13. 3.1 Introduction / p47 (0060.jp2)
  14. 3.2 Shear of Granular Material between Parallel Plates / p50 (0063.jp2)
  15. 3.3 Compression of Slab of Granular Material between Rough plates / p55 (0068.jp2)
  16. 3.4 Stress Time-Dependent Solution for Shear Flow of Granular Materials / p66 (0079.jp2)
  17. 3.5 Summary and Conclusion / p74 (0087.jp2)
  18. References / p76 (0089.jp2)
  19. CHAPTER 4 A NEW STRESS-DILATANCY MODELING BASED ON MICROSCOPICAL APPROACHES / p78 (0091.jp2)
  20. 4.1 Introduction / p78 (0091.jp2)
  21. 4.2 Proposal of A Dilatancy Model in Simple Shear Condition / p87 (0100.jp2)
  22. 4.3 Proposal of A Three-dimensional Model in Cubical Triaxial Test Condition / p102 (0115.jp2)
  23. 4.4 Summary and Conclusion / p117 (0130.jp2)
  24. References / p119 (0132.jp2)
  25. CHAPTER 5 DERIVATION OF SHEAR BAND ORIENTATION FROM FINITE PLASTIC FLOW THEORY / p122 (0135.jp2)
  26. 5.1 Introduction / p122 (0135.jp2)
  27. 5.2 Mathematical Formulation Of A Micromechanical Constitutive Model for Granular Material / p130 (0143.jp2)
  28. 5.3 Localization and Bifurcation / p147 (0160.jp2)
  29. 5.4 Discussions / p153 (0166.jp2)
  30. 5.5 Summary and Conclusion / p158 (0171.jp2)
  31. References / p159 (0172.jp2)
  32. CHAPTER 6 ANALYSIS OF BEARING CAPACITY OF STRIP FOOTING / p162 (0175.jp2)
  33. 6.1 Introduction / p162 (0175.jp2)
  34. 6.2 A Review of Some of the More Important Literature on Bearing Capacity / p165 (0178.jp2)
  35. 6.3 Proposed an Analytical Formula for Calculating Bearing Capacity / p174 (0187.jp2)
  36. 6.4 Numerical Solution for Predicting Bearing Capacity of A Smooth Strip Footing / p179 (0192.jp2)
  37. 6.5 A Comparison with Existing Experimental Data / p187 (0200.jp2)
  38. 6.6 Summary and Conclusion / p192 (0205.jp2)
  39. References / p193 (0206.jp2)
  40. CHAPTER 7 GENERAL CONCLUSIONS / p195 (0208.jp2)
  41. APPENDICES / p198 (0211.jp2)
  42. APPENDIX A : NUMERICAL SOLUTION OF A CAUCHY PROBLEM / p199 (0212.jp2)
  43. APPENDIX B : PROGRAM GOURSAT AND NUMERICAL RESULTS / p206 (0219.jp2)
  44. APPENDIX C : NUMERICAL SOLUTION OF A MIXED PROBLEM / p209 (0222.jp2)
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Codes

  • NII Article ID (NAID)
    500000072403
  • NII Author ID (NRID)
    • 8000000072597
  • DOI(NDL)
  • NDLBibID
    • 000000236717
  • Source
    • NDL ONLINE
    • NDL Digital Collections

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