Abstract: In this paper the jump-like crack growth model for monotonic loading is applied to re-examine both the onset of crack growth and process of stable crack growth. In the former case the fracture energy associated with a new surface creation is estimated and the in-plane constraint influence on this quantity is examined using the J-A 2 approach. In the later case the formula to compute the J-resistance curve is re-examined and compared with the one known from the standards. In the analysis the plane strain model of a structural element made of elastic-plastic material is assumed.
B I B L I O G R A F I A1. Berdin, C.& Besson, J.& Bugat, S.& Desmorat, R.& Feyel, F.& Forest, S. et al., "Local approach to fracture", Besson, Jacqes (Eds.), 2004
2. Yu, S.R.& Yan, Z.G.& Cao, R.& Chen, J.H., "On the change of fracture mechanism with test temperature", Engng Fract Mech, vol. 73, 2006, p.331-347
3. Qian, L.& Toda, H.& Uesugi, K.& Ohgaki, T.& Kobayashi, M.& Kobayashi, T., "3D visualization of ductile fracture using synchotron X-ray computer tomography", Proceedings of the 16th European conference of fracture, Alexandropoulis, Greece, July 2006, 2006, Electronic version - article No 277_qia
4. Petrov, L.N.& Stepurenko, Yu.V., "Electrochemical mechanism of jump-like corrosion crack development under stress in carbon steels", Mater Sci, vol. 18, 1983, p.404-408
5. Andrejkiv, O.Ye.& Lysak, M.V.& Skalsky, V.R., "Method of accelerated evaluation of KISCC under stress corrosion cracking", Engng Fract Mech, vol. 54, 1966, p.387-394
6. Neimitz, A.& Aifantis, E.C., "On the length of crack jump during subcritical growth", Engng Fract Mech, vol. 26, 4, 1987, p.505-518
7. Neimitz, A., "Motion of the crack under constant loading and high constant temperature", Sih, G.C.& Provan, J.W. (Eds.), Defects, fracture and fatigue, 1983, p.243-258
8. Barenblatt, G.I.& Botvina, L.R., "Self-oscillatory models of fatigue fracture and the formation of self-similar structures on fracture surface", Proc Math Phys Sci, vol. 442, 1993, p.489-494
9. Laird, C.& Smith, G.C., "Crack propagation in high stress fatigue", Philos Mag, vol. 7, 1962, p.847-857
10. Smith, E., "Fracture mechanics of metals: general introduction", Chell, C.G. (Eds.), Developments in fracture mechanics -2. The mechanics and mechanisms of fracture in metals, 1981, p.1-38
11. Kfouri, A.P., "Continuous crack growth or quantized growth steps?", Int J Fract, vol. 15, 1, 1979, p.23-29
12. Rice, J.R., "Mathematical analysis in mechanics of fracture", Liebowitz, H. (Eds.), Fracture, an advanced treatice, vol. Vol. 2, 1968, p.191-311
13. Riedel H. The extension of macroscopic crack at elevated temperature by the growth and coalescence of microvoids. In: Proceedings IUTAM 3rd symposium on creep in structures, Leicester, England, September, 1980.
14. Martin-Meizoso, A.& Ocana_Ariscoretta, I.& Gil-Sevillano, J.& Fuentes-Perez, M., "Modeling cleavage fracture of bainitic steels", Acta Metall Mater, vol. 42, 1994, p.2057-2068
15. Neimitz, A.& Galkiewicz, J., "Fracture toughness of structural components. Influence of constraint", Int J Pressure Vessels Piping, vol. 83, 2006, p.42-54
16. Ernst, H.A.& Paris, P.C.& Landes, J.D., "Estimation of J-integral and tearing modulus T from a single specimen test record", Roberts, R. (Eds.), Fracture mechanics: thirteenth conference, ASTM STP 743, 1981, p.476-502
17. Yang, S.& Chao, Y.J.& Sutton, M.A., "Higher order asymptotic crack tip fields in a power-law hardening material", Engng Fract Mech, vol. 45, 1993, p.1-20
18. Neimitz, A., "Crack growth equations in constitutive relations in high/very high strain rates", 1996, p. 92-104
19. Griffith, A.A., "The phenomena of rapture and flaw in solids", Philos Trans Ser A, vol. 221, 1920, p.163-198, Also reprinted in Fract Mech Retrosp, Early Classic Papers, in: Barsom JM, editor. ASTM RPS 1, 1987
20. Orowan, E., "Energy criteria of fracture", Weld J, vol. 34, 1955, p.157-160
21. Rice, J.R., "An examination of the fracture mechanics energy balance from the point of view of continuum mechanics", Yokobori, T.& Kawasaki, T.& Swedlow, J.L. (Eds.), Proceedings of the 1st international conference on fracture, Sendai, 1965, vol. Vol. I, 1966, p.309-340
22. Irwin, G.R., "Analysis of stresses and strains near the end of crack traversing a plate", J Appl Mech, vol. 24, 1957, p.361-364, Also reprinted in Fracture Mechanics Retrospective, Early Classic Papers. in: Barsom JM, editor. ASTM RPS 1, 1987
23. O'Dowd, N.P.& Shih, C.F., "Family of crack-tip fields characterised by a triaxiality parameter-I. Structure of fields", J Mech Phys Solids, vol. 39, 1991, p.898-1015
24. Nikishkov, G.P., "An algorithm and a computer program for the three-term asymptotic expansion of elastic-plastic crack tip stress and displacement fields", Engng Fract Mech, vol. 50, 1995, p.65-83
25. Chao, Y.J.& Yang, S.& Sutton, M.A., "On the fracture of solids characterized by one or two parameters: theory and practice", J Mech Phys Solids, vol. 42, 1994, p.629-647
26. Nikishkov, G.P.& Brückner-Foit, A.& Munz, D., "Calculation of the second fracture parameter for finite cracked bodies using three-term elastic-plastic asymptotic expansion", Engng Fract Mech, vol. 52, 1995, p.685-701
27. Hutchinson, J.W., "Singular behaviour at the end of a tensile crack in a hardening material", J Mech Phys Solids, vol. 16, 1968, p.13-31
28. Rice, J.R.& Rosengren, G.F., "Plane strain deformation near a crack tip in a power-law hardening material", J Mech Phys Solids, vol. 16, 1968, p.1-12
29. Chao YJ, Zhang L. Tables of plane strain crack tip fields: HRR and higher order terms. ME-Report 97-1, Department of Mechanical Engineering, University of Souyh Carolina, Columbia, SC 29208
1997.
30. Chao, Y.J.& Ji, W., "Cleavage fracture quantified by J and A2", Kirk, M.& Bakker, Ad (Eds.), Constraint effects in fracture theory and applications, Vol. 2, ASTM STP 1244, 1995, p.3-20
31. ASTM E 1820-05, Standard test method for measurement of fracture toughness.
32. Landes, J.D.& Schwalbe, K.H.& Donoso, J.R., "Evaluation of the common format for creep deformation", Int J Pressure Vessels Piping, vol. 80, 2003, p.553-563
33. Ernst, H.A.& Paris, P.C.& Rossow, M.& Hutchinson, J.W., "Analysis of load-displacement relationship to determine J-R curve and tearing instability material properties", ASTM STP, vol. 677, 1979, p.581-599
34. Donoso, J.R.& Landes, J.D., "Common format for developing calibration curves in elastic-plastic fracture mechanics", Engng Fract Mech, vol. 47, 1994, p.619-628
35. Kumar V, German MD, Shih CF. An engineering approach for elastic-plastic fracture analysis. Electric Power Research Institute, Inc. Palo Alto, CA (1981). Known as EPRI Report NP-1931.
36. Kocak M, Webster S, Janosch JJ, Ainsworth RA, Koers R, editors. FITNET Report, (European Fitness-for-service Network). Contract No. G1RT-CT-2001-05071, 2006. 
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