Evaluation of time-dependent fracture mechanics parameters of a moving crack in a viscoelastic strip

JSME International Journal, Series A: Solid Mechanics and Material Engineering

Volumn 42, Issue 4, 1999, Pages 624-630

  Yoneyama, Satoru ^a   Ogawa, Kazuo ^b   Misawa, Akihiro ^c   Takashi, Masahisa ^a  

^a AOYAMA GAKUIN UNIVERSITY   (Japan)

^b NATIONAL FISHERIES UNIVERSITY   (Japan)

^c KANAGAWA INSTITUTE OF TECHNOLOGY   (Japan)

Author keywords

Crack Extension Resistance; Crack Growth; Elliptically Polarized Light; Optical Method; Photoviscoelasticity; Stress Intensity Factor; Time Dependent Behavior; Viscoelasticity

Indexed keywords

CRACK INITIATION; CRACK PROPAGATION; LEAST SQUARES APPROXIMATIONS; LIGHT POLARIZATION; PHOTOELASTICITY; STRESS INTENSITY FACTORS; VISCOELASTICITY;

ELLIPTICALLY POLARIZED LIGHT; FRINGE PATTERN ANALYSIS; ISOCHROMATIC PARAMETER; ISOCLINIC PARAMETER; PHOTOVISCOELASTICITY;

FRACTURE MECHANICS;

EID: 0039973961     PISSN: 13447912     EISSN: None     Source Type: Journal    
DOI: 10.1299/jsmea.42.624     Document Type: Article

References (27)

1. Williams, M.L., Initiation and Growth of Viscoelastic Fracture, Proc. 1st Int. Conf. Fract., Yokobori, Y. et al., eds., (1965), p. 1111-1138.
2. Knauss, W.G., On the Steady Propagation of a Crack in a Viscoelastic Sheet: Experiments and Analysis, Deformation and Fracture of High Polymers, Kausch, H.H. et al., eds., (1975), p. 501-541, Plenum Press.
3. Schapery, R.A., A Theory of Crack Initiation and Growth in Viscoelastic Media I. Theoretical Development, Int. J. Fract., Vol. 11 (1975), p. 141-159.
4. Misawa, A., Takashi, M. and Kunio, T., Threshold Condition of Crack Growth in a Viscoelastic Strip, Proc. JSME-SESA Joint Conf. Exp. Mech., (1982), p. 798-803.
5. Misawa, A., Takashi, M. and Kunio, T., New Criteria for Onset and Subsequent Crack Growth in a Viscoelastic Material, Advances in Fracture Research, Valluri, S.R. et al., eds., (1984), p. 2571-2578, Pergamon Press.
6. Frassine, R., Rink, M., Leggio, A. and Pavan, A., Experimental Analysis of Viscoelastic Criteria for Crack Initiation and Growth in Polymers, Int. J. Fract., Vol. 81 (1996), p. 55-75.
7. Bradley, W., Cantwell, W.J. and Kausch, H.H., Viscoelastic Creep Crack Growth: A Review of Fracture Mechanical Analyses, Mech. Time-Dependent Materials, Vol. 1 (1998), p. 241-268.
8. Smith, C.W. and Kobayashi, A.S., Experimental Fracture Mechanics, Handbook on Experimental Mechanics, 2nd ed., Kobayashi, A.S. ed., (1993), p. 905-968, Prentice-Hall.
9. Kunio, T., Miyano, Y. and Sugimori, S., Fundamentals of Photoviscoelastic Technique for Analysis of Time and Temperature Dependent Stress and Strain, Applied Stress Analysis, Hyde, T.H. and Ollerton, E. eds., (1990), p. 588-597, Elsevier Applied Science.
10. Yoneyama, S., Gotoh, J. and Takashi, M., Tri-color Photoviscoelastic Technique and Its Application to Moving Contact, Exp. Mech., Vol. 38 (1998), p. 211-217.
11. Patterson, E.A. and Wang, Z.F., Towards Full Field Automated Photoelastic Analysis of Complex Components, Strain, Vol. 27 (1991), p. 49-56.
12. Umezaki, E., Watanabe, H. and Shimamoto, A., Automatic Whole-field Measurement of Photoelastic Fringe Orders Using Generalized Phase-shift Method, Post Conf. Proc. 1996 VIII Int. Cong. Exp. Mech., (1996), p. 154-159.
13. Ajovalasit, A., Barone, S. and Perucci, G., A Method for Reducing the Influence of Quarter-wave Plate Errors in Phase Stepping Photoelasticity, J. Strain Anal. Eng. Des., Vol. 33 (1998), p. 207-216.
14. Yoneyama, S. and Takashi, M., A New Method for Photoelastic Fringe Analysis from a Single Image Using Elliptically Polarized White Light, Opt. Lasers Eng., Vol. 30 (1998), p. 441-459.
15. Yoneyama, S. and Takashi, M., Transient Stress Analysis under Low Velocity Impact by White Light Photoviscoelastic Technique, IUTAM Symp. Advanced Opt. Methods and Applications Solid Mech., Lagarde, A., ed., (1999), Kluwer Academic Publishers., Forthcoming.
16. Sanford, R.J. and Dally, J.W., A General Method for Determining Mixed-mode Stress Intensity Factors from Isochromatic Fringe Patterns, Eng. Fract. Mech., Vol. 11 (1979), p. 621-633.
17. Williams, M.L., Landel, R.F. and Ferry, J.D., The Temperature Dependence of Relaxation Mechanisms in Amorphous Polymers and Other Glassforming Liquids, J. Am. Chem. Soc., Vol. 77 (1955), p. 3701-3707.
18. Knauss, W.G., Stresses in an Infinite Strip Containing a Semi-Infinite Crack, Trans. ASME, J. Appl. Mech., Vol. 33 (1966), p. 356-362.
19. Ogawa, K., Misawa, A. and Takashi, M., Crack Growth Behavior in an Epoxy Strip above and below Tg, Int. J. Fract. (1999), Forthcoming.
20. Yoneyama, S., Shimizu, M. and Takashi, M., Higher Retardation Analysis in Automated White Light Photoelasticity, Experimental Mechanics, Allison, I.M. ed., (1998), p. 527-532, A.A. Balkema Pubulishers.
21. Takashi, M., Ohtsuka, H., Misawa, A. and Kunio, T., Crack Growth Behavior and Crack Opening Profile in Viscoelastic Strips, Proc. 26th Japan Cong. Materials Res., (1983), p. 247-252.
22. Ajovalasit, A., Barone, S. and Perucci, G., Automated Photoelasticity in White Light: Influence of Quarter-Wave Plates, J. Strain Anal. Eng. Des., Vol. 30 (1995), p. 29-34.
23. Misawa, A., Takashi, M. and Kunio, T., Application of the Conservation Law to Threshold of Crack Growth in Viscoelastic Strip, Proc. 9th Int. Conf. Exp. Mech., (1990), p. 1786-1794.
24. Wells, A.A. and Post, D., The Dynamic Stress Distribution Surrounding a Running Crack-a Photoelastic Analysis, SESA Proc., Vol. 16 (1958), p. 69-92.
25. Irwin, G.R., Discussion of The Dynamic Stress Distribution Surrounding a Running Crack-a Photoelastic Analysis, SESA Proc., Vol. 16 (1958), p. 93-96.
26. Kim, K.-S., Dickerson, K.L. and Knauss, W.G., Viscoelastic Behavior of Opt-mechanical Properties and Its Application to Viscoelastic Fracture Studies, Int. J. Fract., Vol. 32 (1987), p. 265-283.
27. Yoneyama, S., Misawa, A. and Takashi, M., Analysis of Crack Tip Stress Fields in a Viscoelastic Strip, Proc. SEM Annual Conf. Theo. Exp. Comp. Mech., (1999), p. 43-46.