A shear-lag model for three-dimensional, unidirectional multilayered structures

International Journal of Solids and Structures

Volumn 45, Issue 14-15, 2008, Pages 4049-4067

  Jiang, Guoliang ^a   Peters, Kara ^a  

^a North Carolina State University   (United States)

Author keywords

Laminated composite; Multilayered structure; Shear lag

Indexed keywords

BOUNDARY CONDITIONS; FINITE ELEMENT METHOD; LAMINATED COMPOSITES; MATHEMATICAL MODELS; NUMERICAL METHODS; SHEAR STRENGTH; STRESS CONCENTRATION;

PLANAR STRUCTURES; UNIDIRECTIONAL MULTILAYERED STRUCTURES;

MULTILAYERS;

EID: 43049099360     PISSN: 00207683     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.ijsolstr.2008.02.018     Document Type: Article

References (23)

1. Anagnostopoulos G., Parthenios J., Andreopoulos A.G., and Galiotis C. An experimental and theoretical study of the stress transfer problem in fibrous composites. Acta Materialia 53 15 (2005) 4173-4183
2. Ansari F., and Yuan L.B. Mechanics of bond and interface shear transfer in optical fiber sensors. Journal of Engineering Mechanics 124 4 (1998) 385-394
3. Beyerlein I.J., and Landis C.M. Shear-lag model for failure simulations of unidirectional fiber composites including matrix stiffness. Mechanical of Materials 31 5 (1999) 331-350
4. Boyce W.E., and DiPrima R.C. Elementary Differential Equations and Boundary Value Problems. fourth ed. (1986), John Wiley & Sons
5. Cox H.L. The elasticity and strength of paper and other fibrous materials. British Journal of Applied Physics 3 3 (1952) 72-79
6. Hedgepeth, J.M. 1961. Stress concentrations in filamentary structures. In: NASA TN D-882.
7. Hedgepeth J.M., and Van Dyke P. Local stress concentrations in imperfect filamentary composite materials. Journal of Composite Materials 1 (1967) 294-309
8. Landis C.M., Beyerlein I.J., and McMeeking R.M. Micromechanical simulation of the failure of fiber reinforced composites. Journal of the Mechanics and Physics of Solids 48 3 (2000) 621-648
9. Landis C.M., McGlockton M.A., and McMeeking R.M. An improved shear-lag model for broken fibers in composite materials. Journal of Composite Materials 33 7 (1999) 667-680
10. Landis C.M., and McMeeking R.M. Stress concentrations in composites with interface sliding, matrix stiffness and uneven fiber spacing using shear-lag theory. International Journal of Solids and Structures 36 28 (1999) 4333-4361
11. Li D.S., Li H.N., Ren L., and Song G.B. Strain transferring analysis of fiber Bragg grating sensors. Optical Engineering 45 2 (2006) (Article No. 024402)
12. McCartney, L.N., 1992. Analytical models of stress transfer in unidirectional composites and cross-ply laminates, and their application to the prediction of matrix/transverse cracking. In: Proceedings of the IUTAM Symposium: Local Mechanical Concepts for Composite Material Systems, pp. 251-282.
13. Nairn J.A. On the use of shear-lag methods for analysis of stress transfer in unidirectional composites. Mechanics of Materials 26 2 (1997) 63-80
14. Nairn J.A., and Mendels D.A. On the use of planar shear-lag methods for stress-transfer analysis of multilayered composites. Mechanics of Materials 33 6 (2001) 335-362
15. Okabe T., and Takeda N. Elastoplastic shear-lag analysis of single-fiber composites and strength prediction of unidirectional multi-fiber composites. Composites Part A: Applied Science and Manufacturing 33 10 (2002) 1327-1335
16. Okabe T., Takeda N., Kamoshida Y., Shimizu M., and Curtin W.A. A 3D shear-lag model considering micro-damage and statistical strength prediction of unidirectional fiber-reinforced composites. Composites Science and Technology 61 12 (2001) 1773-1787
17. Okabe Y., Tanaka N., and Takeda N. Effect of fiber coating on crack detection in carbon fiber reinforced plastic composites using fiber Bragg grating sensors. Smart Materials and Structures 11 6 (2002) 892-898
18. Prabhugoud M., and Peters K. Efficient simulation of Bragg grating sensors for implementation to damage identification in composites. Smart Materials and Structures 12 6 (2003) 914-924
19. Prabhugoud M., and Peters K. Finite element model for embedded fiber Bragg grating sensor. Smart Materials and Structures 15 2 (2006) 550-562
20. Wagner H.D., Amer M.S., and Schadler L.S. Fiber interactions in two dimensional composites by micro-Raman spectroscopy. Journal of Materials Science 31 5 (1996) 1165-1173
21. Xia Z., Okabe T., and Curtin W.A. Shear-lag versus finite element models for stress transfer in fiber-reinforced composites. Composites Science and Technology 62 9 (2002) 1141-1149
22. Yuan L.B., and Zhou L.M. Sensitivity coefficient evaluation of an embedded fiber-optic strain sensor. Sensor and Actuators A 69 1 (1998) 5-11
23. Yuan L.B., Zhou L.M., and Wu J.S. Investigation of a coated optical fiber strain sensor embedded in a linear strain matrix material. Optics and Lasers in Engineering 35 4 (2001) 251-260