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6 - Mixed Mode Brittle Fracture

Published online by Cambridge University Press:  05 February 2016

Surjya Kumar Maiti
Affiliation:
Indian Institute of Technology, Bombay
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Type
Chapter
Information
Fracture Mechanics
Fundamentals and Applications
, pp. 152 - 167
Publisher: Cambridge University Press
Print publication year: 2015

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References

6.1 Erdogan, F. and G.C., Sih. 1963. ‘On Extension in Plates Under Plane Loading and Transverse Shear.’ Journal of Basic Engineering, Transactions of ASME 85: 519–27.Google Scholar
6.2 Hussain, M.A., S.L., Pu and J., Underwood. 1974. ‘Strain Energy Release Rate for a Crack under Mode I and Mode II.’ In Fracture Analysis, 2–28. ASTM Special Technical Publication 560, Philadelphia: American Society for Testing Materials.Google Scholar
6.3 Kipp, M.E. and G.C., Sih. 1975. ‘The Strain Energy Density Failure Criteria Applied to Notched Elastic Solids.’ International Journal of Solids and Structures 11: 153–73.CrossRefGoogle Scholar
6.4 Maiti, S.K. 1980. ‘Prediction of the Path of Unstable Extension of Internal and Edge Cracks.’ Journal of Strain Analysis 15: 183–94.Google Scholar
6.5 Maiti, S.K. and K.S.R.K., Prasad. 1980. ‘A Study on the Theories of Unstable Crack Extensions for the Prediction of Crack Trajectories.’ International Journal of Solids and Structures 16: 563–74.CrossRefGoogle Scholar
6.6 Maiti, S.K. and R.A., Smith. 1983a. ‘Prediction of Initial Direction of crack Extension in a DCB Specimen by Various Criteria.’ International Journal of Fracture 23: R41–44.Google Scholar
6.7 Maiti, S.K. and R.A., Smith. 1983b. ‘Comparison of the Criteria for Mixed Mode Brittle Fracture Based on the Pre-instability Stress–Strain Field, Part I.’ International Journal of Fracture 23: 281–95.CrossRefGoogle Scholar
6.8 Maiti, S.K. and R.A., Smith. 1983c. ‘Theoretical and Experimental Studies on the Extension of Cracks Subjected to Concentrated Loading Near their Faces to Compare the Criteria for Mixed Mode Brittle Fracture.’ Journal of Mechanics and Physics of Solids 31: 389–403.CrossRefGoogle Scholar
6.9 Maiti, S.K. and R.A., Smith. 1984. ‘Comparison of the Criteria for Mixed Mode Brittle Fracture Based on the Pre-instability Stress–Strain Field, Part II.’ International Journal of Fracture 24: 5–22.CrossRefGoogle Scholar
6.10 Palaniswamy, K. and W.G., Knauss. 1972. ‘Propagation of a Crack under General In-plane Tension.’ International Journal of Fracture Mechanics 8: 114–17.CrossRefGoogle Scholar
6.11 Sih, G.C., ed. 1973. ‘Methods of Analysis and Solutions of Crack Problems.’ In Mechanics of Fracture, Vol. 1. Leyden: Moodhoff International Publishing.
6.12 Sih, G.C. and B., Macdonald. 1974. ‘Fracture Mechanics Applied to Engineering Problems – Strain Energy Density Fracture Criterion.’ Engineering Fracture Mechanics 6: 361–86.CrossRefGoogle Scholar
6.13 Srinath, L.S. 2003. Advanced Mechanics of Solids, p. 113, 2nd edn. New Delhi: Tata McGraw-Hill Publishing.Google Scholar
6.14 Swedlow, J.L. 1976. ‘Criteria for Growth of the Angled Crack.’ In Cracks and Fracture, 506–21. Philadelphia: American Society for Testing and Materials [ASTM STP 601].CrossRefGoogle Scholar
6.15 Theocaris, P.S. and N.P., Andrianopoulos. 1982. ‘The Mises Elastic–Plastic Boundary as the Core Region in Fracture Criteria.’ Engineering Fracture Mechanics 16: 425–32.CrossRefGoogle Scholar
6.16 Timoshenko, S.P. 1986. Strength of Materials, Part 2, 445–446, 3rd edn. USA: Wadsworth Publishing Co, and 1st Indian edn. New Delhi: CBS Publishers.Google Scholar
6.17 Williams, M.L. 1957. ‘On Stress Distributions at the Base of a Stationary Crack.’ Journal of Applied Mechanics, Transactions of ASME 24: 109–14.Google Scholar
6.18 Williams, J.G. and P.D., Ewing. 1972. ‘Fracture under Complex Stress – the Angled Crack Problem.’ International Journal of Fracture Mechanics 8: 441–46.CrossRefGoogle Scholar

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