On the propagation velocity of a straight brittle crack
Source abstract
Abstract
A non-equilibrium description of the crack propagation in the framework of the material setting is applied to the straight-through crack in brittle materials. The velocity of the crack is determined in terms of the driving force by means of non-equilibrium jump relations at the crack front. Theoretical results are compared with experimental data for Homalite-100.
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Research context
OpenAlex topics: Rock Mechanics and Modeling · Ultrasonics and Acoustic Wave Propagation · Numerical methods in inverse problems
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References (18)
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1. Atkinson C, Eshelby JD (1968) The flow of energy into the tip of a moving crack. Int J Fract 4:3–810.1007/BF00189137 ↗
2. Berezovski A, Maugin GA (2004) On the thermodynamic conditions at moving phase-transition fronts in thermoelaric solids. J Non-Equilib Thermodyn 29:37–5110.1515/JNETDY.2004.004 ↗
3. Berezovski A, Maugin GA (2005) On the velocity of moving phase boundary in solids. Acta Mech 179:187–19610.1007/s00707-005-0251-1 ↗
4. Dally JW (1979) Dynamic photoelastic studies of fracture. Exp Mech 19(1979): 349–36110.1007/BF02324250 ↗
5. Fineberg J, Marder M (1999) Instability in dynamic fracture. Phys Rep 313:1–10810.1016/S0370-1573(98)00085-4 ↗
6. Freund LB (1972) Energy flux into the tip of an extending crack in an elastic solid. J Elast 2:341–34910.1007/BF00045718 ↗
7. Freund LB (1990) Dynamic fracture mechanics. Cambridge University Press, Cambridge10.1017/CBO9780511546761 ↗
8. Hauch JA, Marder MP (1998) Energy balance in dynamic fracture, investigated by a potential drop technique. Int J Fract 90:133–15110.1023/A:1007491318198 ↗
9. Kobayashi AS, Mall S (1978) Dynamic fracture toughness of Homalite-100. Exp Mech 18:11–1810.1007/BF02326552 ↗
10. Kostrov BV, Nikitin LV (1970) Some general problems of mechanics of brittle fracture. Arch Mechan Stosowanei 22:749–775
11. Maugin GA (1993) Material inhomogeneities in elasticity. Chapman and Hall, London10.1007/978-1-4899-4481-8 ↗
12. Maugin GA (1994) On the J-integral and energy-release rates in dynamical fracture. Acta Mech 105:33–4710.1007/BF01183940 ↗
13. Maugin GA (1997) Thermomechanics of inhomogeneous – heterogeneous systems: application to the irreversible progress of two- and three-dimensional defects. ARI – Int J Phys Eng Sci 50:41–56
14. Maugin GA (2000) On the universality of the thermomechanics of forces driving singular sets. Arch Appl Mech 70:31–4510.1007/s004190070001 ↗
15. Muschik W, Berezovski A (2004) Thermodynamic interaction between two discrete systems in non-equilibrium. J Non-EquilibThermodyn 29:237–25510.1515/JNETDY.2004.053 ↗
16. Ravi-Chandar K (2004) Dynamic fracture. Elsevier, Amsterdam
17. Ravi-Chandar K, Knauss WG (1984) An experimental investigation into dynamic fracture. III. On steady state crack propagation and crack branching. Int J Fract 26:141–15410.1007/BF01157550 ↗
18. Réthoré J, Gravouil A, Combescure A (2004) A stable numerical scheme for the finite element simulation of dynamic crack propagation with remeshing. Comput Meth Appl Mech Eng 193:4493–451010.1016/j.cma.2004.03.005 ↗