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جابجایی افقی دیسک مدفون در نیم بی نهایت ایزوتوپ جانبی
احمدی، فرزاد Ahmadi, Farzad

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جابجایی افقی دیسک مدفون در نیم بی نهایت ایزوتوپ جانبی
پدیدآور اصلی :   احمدی، فرزاد Ahmadi, Farzad
ناشر :   صنعتی شریف
سال انتشار  :   1391
موضوع ها :   همسانگردی جانبی Transversely Isotropic سختی جانبی Horizontal Stiffness دیسک های انعطاف...
شماره راهنما :   ‭53-43125

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  • Thesis- Seyed Farzad Ahmadi (1)
    • Contentsto.44em. (6)
    • List of Figuresto.44em. (8)
    • List of Tablesto.44em. (9)
    • Chapter 1 Introduction to.44em. (10)
      • 1.1 Anisotropic material (10)
      • 1.2 Transversely isotropic materials (11)
      • 1.3 Mixed boundary value problems (12)
      • 1.4 Interaction problems (13)
      • 1.5 Historic (14)
    • Chapter 2 Problem Statement and Governing Integral Equations to.44em. (19)
      • 2.1 Problem statement (19)
      • 2.2 Boundary conditions (19)
      • 2.3 Displacement potential functions (20)
      • 2.4 Transformed Displacement and stress components (22)
      • 2.5 Green's function for a transversely isotropic half-space (23)
      • 2.6 Governing integral equations (24)
    • Chapter 3 Solution of Coupled Integral Equations to.44em. (27)
      • 3.1 Further reduction of coupled dual integral equations (27)
      • 3.2 Contact-load distribution (29)
      • 3.3 Lateral stiffness (30)
    • Chapter 4 Limiting Cases to.44em. (32)
      • 4.1 A disk embedded in a transversely isotropic full-space (32)
      • 4.2 A flexible disk resting on a transversely isotropic half-space (33)
      • 4.3 A flexible disk embedded in an isotropic half-space (35)
    • Chapter 5 Numerical Results and Discussions to.44em. (37)
      • 5.1 Numerical scheme (37)
      • 5.2 Some examples (37)
    • Chapter 6 Conclusion to.44em. (43)
    • Bibliographyto.44em. (44)
    • AppendixChapter A Method to Solve Fredholm Integral Equation to.44em. (47)
      • A.1 Numann's series (47)
      • A.2 Successive substitutions (49)
      • A.3 The Adomian decomposition method (49)
      • A.4 The direct computational method (50)
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