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Shear dominated transonic interfacial crack growth in a bimaterial. II: Asymptotic fields and favorable velocity regimes. (English) Zbl 0900.73617

MSC:
74R99 Fracture and damage
74-05 Experimental work for problems pertaining to mechanics of deformable solids
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[1] Abeyaratne, R.; Knowles, J.K., On the driving traction acting on a surface of strain discontinuity in a continuum, J. mech. phys. solids, 38, 3, 345-360, (1990) · Zbl 0713.73030
[2] Aleksandrov, V.M.; Smetanin, B.I., Supersonic cleavage of an elastic strip, Appl. math. mech., 54, 5, 677-682, (1990)
[3] Andrews, D.J., Rupture velocity of plane strain shear cracks, J. geophys. res., 81, 5679-5687, (1976)
[4] Atkinson, C., Dynamic crack problems in dissimilar media, (), 213-248
[5] Broberg, K.B., Irregularities at earthquake slip, J. tech. phys., 26, 3-4, 275-284, (1985)
[6] Broberg, K.B., The near-tip field at high crack velocities, Int. J. fract., 39, 1-2, 1-13, (1989)
[7] Broberg, K.B., Intersonic bilateral slip, (1994), Private communication
[8] Brock, L.M., Two basic problems of plane crack extension: a unified treatment, Int. J. engng sci., 15, 527-536, (1977) · Zbl 0364.73082
[9] Brock, L.M., Rapid interface flaw extension with friction-I. basic analysis, Int. J. engng sci., 17, 49-58, (1979) · Zbl 0395.73096
[10] Brock, L.M.; Achenbach, J.D., Extension of an interface flaw under the influence of transient waves, Int. J. solids struct., 9, 53-67, (1973) · Zbl 0262.73030
[11] Burridge, R.; Conn, G.; Freund, L.B., The stability of a rapid mode II shear crack with finite cohesive traction, J. geophys. res., 85, 2210-2222, (1979)
[12] Bykovtsev, A.S.; Kramarovskii, D.B., Non-stationary super-sonic motion of a complex discontinuity, Appl. math. mech., 53, 6, 779-786, (1989) · Zbl 0733.73059
[13] Deng, X., Complete complex series expansions of near-tip fields for steadily growing interface cracks in dissimilar isotropic materials, Engng fract. mech., 42, 2, 237-242, (1992)
[14] Freund, L.B., Energy flux into the tip of an extending crack in an elastic solid, J. elasticity, 2, 341-349, (1972)
[15] Freund, L.B., The mechanics of dynamic shear crack propagation, J. geophys. res., 84, 2199-2209, (1979)
[16] Freund, L.B., Dynamic fracture mechanics, (1990), Cambridge University Press Cambridge · Zbl 0712.73072
[17] Gol’dshtein, R.V., On surface waves in jointed elastic materials and their relation to crack propagation along the junction, Appl. math. mech., 31, 496-502, (1967) · Zbl 0189.26402
[18] Lambros, J.; Rosakis, A.J., Dynamic decohesion of bimaterials: experimental observations and failure criteria, (), 3-5 February 1994, Also to appear in a special volume of the
[19] Lambros, J.; Rosakis, A.J., On the development of a dynamic decohesion criterion for bimaterials, (1994), In preparation
[20] Lambros, J.; Rosakis, A.J., Shear dominated transonic crack growth in a bimaterial-I. experimental observations, J. mech. phys. solids, 43, 2, 169-188, (1995) · Zbl 0900.73616
[21] Liu, C.; Lambros, J.; Rosakis, A.J., Highly transient elasto-dynamic crack growth in a bimaterial interface: higher order asymptotic analysis and optical experiment, J. mech. phys. solids, 41, 12, 1887-1954, (1993) · Zbl 0803.73058
[22] Simonov, I.V., Behavior of solutions of dynamic problems in the neighborhood of the edge of a cut moving at transonic speed in an elastic medium, Mech. solids, 18, 2, 100-106, (1983)
[23] Willis, J.R., Fracture mechanics of interfacial cracks, J. mech. phys. solids, 19, 353-368, (1971) · Zbl 0329.73070
[24] Willis, J.R., Self-similar problems in elastodynamics, Phil. trans. R. soc. (lond.), 274, 435-491, (1973) · Zbl 0317.73062
[25] Wu, K.C., Explicit crack-tip fields of an extending interface crack in an anisotropic bimaterial, Int. J. solids struct., 27, 4, 455-466, (1991) · Zbl 0735.73068
[26] Yang, W.; Suo, Z.; Shih, C.F., Mechanics of dynamic debonding, (), 679-697 · Zbl 0726.73058
[27] Yu, H.; Yang, W., Mechanics of transonic debonding: the anti-plane shear case, (1994), Private communication · Zbl 0836.73058
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