Probabilistic strength prediction for double lap joints composed of pultruded GFRP profiles - Part II: Strength prediction

Composites Science and Technology

Volumn 66, Issue 13, 2006, Pages 1915-1930

  Vallée, Till ^a   Correia, João R ^b   Keller, Thomas ^a  

^a EPFL   (Switzerland)

^b INSTITUTO SUPERIOR TÉCNICO   (Portugal)

Author keywords

A. Adhesive joints; B. Strength; C. Failure criterion; C. Probabilistic methods; E. Pultrusion

Indexed keywords

ADHESIVE JOINTS; PROBABILITY; PULTRUSION; STATISTICAL METHODS; TENSILE STRENGTH; WEIBULL DISTRIBUTION;

PSEUDO-DUCTILE JOINT FAILURES; QUASI-BRITTLE JOINT FAILURE; QUASI-STATIC AXIAL TENSILE LOADING;

GLASS FIBER REINFORCED PLASTICS;

ADHESIVE AGENT; FAILURE ANALYSIS; GLASS FIBER; LOADING (TESTING); MATHEMATICAL MODEL; PULTRUSION; STRENGTH; TENSILE PROPERTY;

EID: 33746069711     PISSN: 02663538     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.compscitech.2006.04.001     Document Type: Article

References (53)

1. Vallée T, Correia JR, Keller T. Probabilistic strength prediction for double lap joints composed of GFRP profiles, Part I: experimental and numerical investigations. Compos Sci Technol, in press, doi:10.1016/j.compscitech.2006.04.007.
2. In: Clarke J.L. (Ed). Structural design of polymer composites - EuroComp design code and handbook (1996), E & FN Spon, London
3. ASTM D 5573. Standard Practice for Classifying Failure Modes in Fiber-Reinforced Plastic Joints, June 1999.
4. Fernlund G., and Spelt J.K. Failure load prediction of structural adhesive joints: Part 1: Analytical method. Int J Adhes Adhes 11 4 (1991) 213-220
5. Fernlund G., and Spelt J.K. Failure load prediction of structural adhesive joints: Part 2: Experimental study. Int J Adhes Adhes 11 4 (1991) 221-227
6. Fernlund G., Papini M., McCammond D., and Spelt J.K. Fracture load predictions for adhesive joints. Compos Sci Technol 51 4 (1994) 587-600
7. Towse A., Potter K.D., Wisnom M.R., and Adams R.D. The sensitivity of a Weibull failure criterion to singularity strength and local geometry variations. Int J Adhes Adhes 19 1 (1999) 71-82
8. Keller T., and Vallée T. Adhesively bonded lap joints from pultruded GFRP profiles, Part I: stress-strain analysis and failure modes. Composites Part B: Engineering 36 4 (2005) 331-340
9. Keller T., and Vallée T. Adhesively bonded lap joints from pultruded GFRP profiles, Part II: joint strength prediction. Composites Part B: Engineering 36 4 (2005) 341-350
10. Harris J.A., and Adams R.D. Strength prediction of bonded single lap joints by non-linear finite element methods. Int J Adhes Adhes 4 2 (1984) 65-78
11. Bigwood D.A., and Crocombe A.D. Non-linear adhesive bonded joint design analyses. Int J Adhes Adhes 10 1 (1990) 31-41
12. Crocombe A.D., Bigwood D.A., and Richardson G. Analysing structural adhesive joints for failure. Int J Adhes Adhes 10 3 (1990) 167-178
13. Crocombe A.D. Global yielding as a failure criterion for bonded joints. Int J Adhes Adhes 9 3 (1989) 145-153
14. Adams R.D., and Harris J.A. The influence of local geometry on the strength of adhesive joints. Int J Adhes Adhes 7 2 (1987) 69-80
15. Crocombe A.D., and Richardson G. A unified approach for predicting the strength of cracked and non-cracked adhesive joints. J Adhes 49 (1995) 211-244
16. Clark J.D., and McGregor I.J. Ultimate tensile stress over a zone: A new failure criterion for adhesive joints. J Adhes 42 (1993) 227-245
17. Hart-Smith L.J. Predictions of the original and truncated maximum-strain failure models for certain fibrous composite laminates. Compos Sci Technol 58 7 (1998) 1151-1178
18. Hart-Smith L.J. Expanding the capabilities of the Ten-Percent Rule for predicting the strength of fibre-polymer composites. Compos Sci Technol 62 12-13 (2002) 1515-1544
19. Hart-Smith L.J. Predictions of a generalized maximum-shear-stress failure criterion for certain fibrous composite laminates. Compos Sci Technol 58 7 (1998) 1179-1208
20. Tsai-Hill S.W. A general theory of strength for anisotropic materials. J Compos Mater 5 (1971) 58-81
21. Puck A. Festigkeitsanalyse von Faser-Matrix-Laminaten (1996), Carl Hanser, München
22. Bažant Z.P. Scaling of structural strength (2005), Elsevier, London
23. Leonardo Da Vinci. Notebooks of Leonardo Da Vinci, Edward McCurdy, London, 546; and Les Manuscrits de Léonard de Vinci [French translation by Ravaisson-Mollien C., vol. 3, Inst de France (1981-91)], 1500s.
24. Griffith A.A. The phenomena of rupture and flow in solids. Philos Trans Royal Soc Lond Series A, Containing Papers of a Mathematical or Physical Character 221 (1921) 163-198
25. Karmarsch K, Mitteilungen der höheren Gewerbeschule in Hannover, 1858. p. 138-55.
26. Pierce F.T. Tensile tests for cotton yarns. J Textile Industry 17 (1926) 355
27. Daniels H.E. The statistical theory of the strength of bundles of threads. Proc Royal Soc Lond Series A, Math Phys Sci 183 995 (1945) 405-435
28. Bažant Z.P., and Chen E. Scaling of structural failure. Appl Mech Rev 50 10 (1997) 593-627
29. Rinagl F. Über die Fließgrenzen bei Zug- und Biegebeanspruchung. Der Bauingenieur 17 (1936) 431-441
30. Weibull W. A statistical distribution function of wide application. J Appl Mech 18 (1951) 287-293
31. Alqam M., Bennett R.M., and Zureick A. Three-parameter vs. two-parameter Weibull distribution for pultruded composite material properties. Compos Struct 58 (2002) 497-503
32. Lawless J.F. Statistical models and methods for lifetime data (1982), Wiley, New York (NY)
33. Rust SW, Todt FR, Harris B, Neal D, Vangel M. Statistical methods for calculating material allowable for MIL-HDBK-17. In: Test methods for design allowable for fibrous composites. ASTM STP 1003, 1989. p. 136-49.
34. Bush S.F., Ashby M.F., Swindells N., Bullough R., Ellison G., Lindblom Y., et al. Technology in the 1990s: The promise of advanced materials. Philos Trans Royal Soc Lond Series A, Math Phys Sci 322 1567 (1987) 404-407
35. Neville D.J. A new statistical distribution function for fracture toughness. Proc Royal Soc Lond Series A, Math Phys Sci 410 1839 (1987) 421-442
36. Metcalfe AG, Schmitz GK. Effect of length on the strength of glass fibers. American Society for Testing Materials 1964, Preprint 87.
37. Hitchon J.W., and Philips D.C. The dependence of the strength of carbon fibres on length. Fibre Sci Technol 12 (1979) 217-233
38. Odom E.M., and Adams D.F. Specimen size effect during tensile testing of an unreinforced polymer. J Mater Sci 27 (1992) 1767-1771
39. Seo D.W., and Lim J.K. Tensile, bending and shear strength distributions of adhesive-bonded butt joint specimens. Compos Sci Technol 65 9 (2005) 1421-1427
40. Wisnom M.R. Size effects in the testing of fibre-composite materials. Compos Sci Technol 59 (1999) 1937-1957
41. Sutherland L.S., Shenoi R.A., and Lewis S.M. Size and scale effects in composites: I. Literature review. Compos Sci Technol 59 (1999) 209-220
42. Bullock R.E. Strength ratios of composite materials in flexure and tension. J Compos Mater 8 (1974) 200-206
43. Hitchon J.W., and Phillips D.C. The effect of specimen size on the strength of CFRP. Composites 9 (1978) 119-124
44. Wisnom M.R. The effect of specimen size on the bending strength of unidirectional carbon-fibre-epoxy. Compos Struct 18 (1991) 47-63
45. Wisnom M.R. Relationship between strength variability and size effect in unidirectional carbon fibre/epoxy. Composites 22 1 (1991) 47-52
46. Zhou G., and Davies G.A.O. Characterization of thick glass woven roving/polyester laminates: 1. Tension, compression and shear. Composites 26 8 (1995) 579-586
47. Zhou G., and Davies G.A.O. Characterization of thick glass woven roving/polyester laminates: 2. Flexure and statistical considerations. Composites 26 8 (1995) 587-596
48. Bažant Z.P., Daniel I.M., and Li Z. Size effect and fracture characteristics of composite laminates. J Eng Mater Technol 118 (1996) 317-324
49. Bažant Z.P. Size effect in blunt fracture: concrete, rock and metal. J Eng Mech 110 (1984) 518-535
50. Bažant Z.P. Scaling laws in mechanics of failure. J Eng Mech 119 9 (1993) 1828-1844
51. Wisnom M.R., and Atkinson J.W. Reduction in tensile and flexural strength of unidirectional glass fibre-epoxy with increasing specimen size. Compos Struct 38 1-4 (1997) 405-411
52. Lavoie J.A., Soutis C., and Morton J. Apparent strength scaling in continuous fiber composite laminates. Compos Sci Technol 60 (2000) 283-299
53. Zweben C. Is there a size effect in composites?. Composites 25 6 (1994) 451-455