Fundamental study on application of stochastic field theory to engineering 確率場理論の工学における応用に関する研究

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Author

    • 高田, 毅士 タカダ, ツヨシ

Bibliographic Information

Title

Fundamental study on application of stochastic field theory to engineering

Other Title

確率場理論の工学における応用に関する研究

Author

高田, 毅士

Author(Another name)

タカダ, ツヨシ

University

名古屋大学

Types of degree

工学博士

Grant ID

乙第3973号

Degree year

1991-05-07

Note and Description

博士論文

資料形態 : テキストデータ プレーンテキスト

コレクション : 国立国会図書館デジタルコレクション > デジタル化資料 > 博士論文

Table of Contents

  1. TABLE OF CONTENTS
  2. List of Symbols
  3. List of Tables
  4. List of Figures
  5. Acknowledgement
  6. Abstract
  7. Chapter1 Introduction
  8. 1.1 Uncertainty and Stochastic Analysis in Engineering
  9. 1.2 Background and Objective of Study
  10. 1.3 Organization of Study
  11. PARTI
  12. Dynamic Response and Reliability of Systems Subjected to Temporal and/or Spatial Stochastic Seismic Excitation
  13. Chapter2 Response Modification Factor of MDOF Nonlinear Systems
  14. 2.1 Response Modification Factor of MDOF Systems
  15. 2.2 RMF-Ductility Relationship of Optimum MDOF Systems
  16. 2.3 Effect of Ground Motion Modelling on RMF-Ductility Relationship
  17. 2.4 Conclusions
  18. Chapter3 Dynamic Reliability Analysis of MDOF Nonlinear Systems
  19. 3.1 Introduction
  20. 3.2 Stochastic Structural Response
  21. 3.3 Equivalent Linear Criteria of Optimum Systems
  22. 3.4 Dynamic Reliability Analysis
  23. 3.5 Numerical Examples and Discussions
  24. 3.6 Conclusions
  25. Chapter4 Upper and Lower Bounds of Stochastic Response of Systems Subjected to Multiple Excitations
  26. 4.1 Introduction
  27. 4.2 Response Analysis of Beams Subjected to Multiple Excitations
  28. 4.3 Upper and Lower Bounds of Stationary Response
  29. 4.4 Upper and Lower Bounds of Non-Stationary Response
  30. 4.5 Numerical Examples and Discussions
  31. 4.6 Conclusions
  32. PART II
  33. Response Variability and Reliability of Stochastic Systems
  34. Chapter5 Analytical Study of Simple Stochastic Systems
  35. 5.1 Introduction
  36. 5.2 Statically Determinate Stochastic Systems
  37. 5.3 Statically Indeterminate Stochastic Systems
  38. 5.4 Reliability Analysis of Simple Stochastic Systems
  39. 5.5 Conclusions
  40. Chapter6 Stochastic Analysis by Galerkin Method
  41. 6.1 Introduction
  42. 6.2 Formulation of Bending Problems by Galerkin Method
  43. 6.3 Numerical Examples and Discussions
  44. 6.4 Conclusions
  45. Chapter7 Formulation of Stochastic Finite Element Method
  46. 7.1 Introduction
  47. 7.2 Concept of Weighted Integrals
  48. 7.3 Derivation of Stochastic Stiffness Matrices
  49. 7.4 Nodal Forces Equivalent to Distributed Loads
  50. 7.5 Formulation of Stochastic Finite Element Method
  51. 7.6 Numerical Examples and Discussions
  52. 7.7 Conclusions
  53. Chapter8 Concluding Remarks and Future Scope
  54. 8.1 Conclusions
  55. 8.2 Future Scope
  56. References
  57. Appendices
  58. List of Publications
8access

Codes

  • NII Article ID (NAID)
    500001999017
  • NII Author ID (NRID)
    • 8000002562944
  • DOI(NDL)
  • NDLBibID
    • 000000244227
  • Source
    • NDL ONLINE
    • NDL Digital Collections

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