Interface fracture and delaminations in composite materials /
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Author / Creator: | Banks-Sills, Leslie, author. |
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Imprint: | Cham, Switzerland : Springer, [2018] ©2018 |
Description: | 1 online resource |
Language: | English |
Series: | SpringerBriefs in applied sciences and technology. Structural mechanics SpringerBriefs in applied sciences and technology. Structural mechanics. |
Subject: | Composite materials -- Cracking -- Mathematical models. Composite materials -- Delamination -- Mathematical models. TECHNOLOGY & ENGINEERING -- Engineering (General) TECHNOLOGY & ENGINEERING -- Reference. Composite materials -- Delamination -- Mathematical models. Electronic books. |
Format: | E-Resource Book |
URL for this record: | http://pi.lib.uchicago.edu/1001/cat/bib/11541282 |
Table of Contents:
- 1 Introduction
- References
- Part I Interface Fracture
- 2 Fundamentals of interface fracture mechanics
- 2.1 Stress and displacement field in the neighborhood of an interface crack tip
- 2.2 Interface energy release rate
- 2.3 Fracture criterion
- References
- 3 Calculation of stress intensity factors? an interface crack
- 3.1 Finite element method
- 3.2 Displacement extrapolation method
- 3.3 M-integral
- 3.4 Virtual crack closure technique
- References
- 4 Testing?interface crack between two isotropic materials
- References
- Part II Delaminations in Composites
- 5 Mathematical treatment of delaminations
- 5.1 The 0o/90o interface
- 5.2 The +45°/
- 45° interface
- 5.3 The +30°/
- 60° and -30°/ + 60° interfaces
- 5.4 An interface between two woven plies
- 5.5 Afterword
- References
- 6 Methods of calculating stress intensity factors? Delaminations
- 6.1 Displacement extrapolation
- 6.2 M-integral
- 6.3 Virtual crack closure technique
- References
- 7 Testing-delamination between two dissimilar plies
- 7.1 Failure of a delamination in a cross-ply
- 7.2 Beam type specimens
- References
- Appendix A. Stress and displacement functions for the flrst term of the asymptotic expan on of an interface crack between two linear elastic, homogeneous and isotropic materials
- Appendix B. Matricesfor different anisotropic material pairs
- B.1 The 0o/90o pair
- B.2 The +45°/
- 45° pair
- B.3 The +30°/
- 60° pair and the -30°/ + 60° pair
- B.4 Multi-directional woven material
- References
- Appendix C. Stress and displacement fiinctions for the first term of the asymptotic expansion of an interface crack between two amsotropic materials?the 0o /90o pair
- References
- Index.