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Microstructures in Elastic Media : Principles and Computational Methods.

Author: Nhan Phan-Thien; Sangtae Kim
Publisher: Cary : Oxford University Press, 1994.
Edition/Format:   eBook : Document : EnglishView all editions and formats
Summary:
1. Fundamental Equations2. Multipole Expansion and Rigid Inclusions3. Faxen Relations and Ellipsoidal Inclusions4. Load Transfer Problem and Boundary Collocation5. Completed Double Layer Boundary Element Method6. Numerical Implementation7. Some Applications of CDL-BIEM.
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Genre/Form: Electronic books
Additional Physical Format: Print version:
Phan-Thien, Nhan.
Microstructures in Elastic Media : Principles and Computational Methods.
Cary : Oxford University Press, ©1994
Material Type: Document, Internet resource
Document Type: Internet Resource, Computer File
All Authors / Contributors: Nhan Phan-Thien; Sangtae Kim
ISBN: 9780195358070 0195358074
OCLC Number: 935260500
Notes: 4.5 Comparison.
Description: 1 online resource (257 pages)
Contents: 1 Fundamental Equations; 1.1 Introduction and Motivation; 1.2 Stress and Strain; 1.3 Equations of Equilibrium; 1.4 Strain Energy; 1.4.1 Uniqueness; 1.4.2 Extremum Principles; 1.5 Betti's Reciprocal Theorem; 1.6 Integral Representation; 1.6.1 Classification of Integral Equations; 1.6.2 Kelvin State; 1.6.3 Integral Representation; 1.6.4 Rigid Inclusion; 1.6.5 Eliminating Single or Double Layer; 1.7 Single and Double Layer Potentials; 1.7.1 Single Layer; 1.7.2 Double Layer; 1.7.3 Liapunov-Tauber Theorem; 1.8 Boundary Integral Equations; 1.8.1 Direct BEM; 1.8.2 Indirect BEM. 1.10.15 Elastic Inclusion1.10.16 Constant c[sub(ij)]; 1.10.17 Thin, Rigid Inclusion; 1.10.18 Liapunov-Tauber Theorem; 2 Multipole Expansion and Rigid Inclusions; 2.1 Singularity Solutions; 2.1.1 Papkovich-Neuber Representation; 2.1.2 Potential Deformation; 2.1.3 Rotlet Deformation; 2.1.4 Kelvinlet Deformation; 2.1.5 Half-Space Solutions; 2.1.6 Interior Deformation; 2.2 Multipole Expansion; 2.2.1 Stresslet; 2.3 Spherical Rigid Inclusion; 2.3.1 Translating a Rigid Sphere; 2.3.2 Rotating a Rigid Sphere; 2.3.3 Rigid Sphere in a Linear Deformation; 2.3.4 Rigid Sphere in a Quadratic Ambient Field. 2.3.5 Translating an Elastic Spherical Inclusion2.4 Exercises; 2.4.1 Navier Solutions; 2.4.2 Navier Solutions; 2.4.3 Navier Solutions; 2.4.4 Galerkin Vector; 2.4.5 Force and Torque on a Rigid Spherical Inclusion; 2.4.6 Rigid Spherical Inclusion in High-Order Field; 3 Faxén Relations and Ellipsoidal Inclusions; 3.1 Faxén Relations; 3.2 Rigid Spherical Inclusion; 3.3 Rigid Ellipsoidal Inclusion; 3.3.1 Singularity Solution for Translation; 3.3.2 Singularity Solution for Linear Ambient Field; 3.3.3 Degenerate Cases; 3.3.4 Faxén Relations for the Rigid Ellipsoid. 3.3.5 Interactions between Two Ellipsoids3.4 Exercises; 3.4.1 Traction Functionals; 3.4.2 Faxén Relations for Torque and Stresslet; 3.4.3 Multipole Expansion for Ellipsoids; 3.4.4 Tractions for the Translating Ellipsoid; 4 Load Transfer Problem and Boundary Collocation; 4.1 The Method of Reflection; 4.2 Load Transfer between Two Spheres; 4.2.1 Far Field by Reflection; 4.2.2 Near Touching; 4.3 Kelvin Solutions; 4.3.1 Spherical Harmonics; 4.3.2 Kelvin's General Solutions; 4.4 Boundary Collocation; 4.4.1 Twin Multipole Expansions; 4.4.2 Collocation Equations for Translation Problems.

Abstract:

1. Fundamental Equations2. Multipole Expansion and Rigid Inclusions3. Faxen Relations and Ellipsoidal Inclusions4. Load Transfer Problem and Boundary Collocation5. Completed Double Layer Boundary Element Method6. Numerical Implementation7. Some Applications of CDL-BIEM.

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