Review Article
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Year 2024, Volume: 42 Issue: 2, 590 - 599, 30.04.2024

Ashutosh Kumar G.a. Harmain

Abstract

References

  • REFERENCES
  • [1] Ritchie RO. Mechanisms of fatigue crack propagation in metals, ceramics and composites: Role of crack tip shielding. Mater Sci Eng 1988;103:15–28.
  • [2] Pelloux RMN. Crack extension by alternating shear. Eng Fract Mech 1970;1.
  • [3] Neumann P. The geometry of slip processes at fatigue crack--ii. Acta Metall 1974;22:1167–1178.
  • [4] Furukawa K, Murakami Y, Nishida SI. A method for determining stress ratio of fatigue loading from the width and height of striation. Int J Fatigue 1998;20:509–516.
  • [5] Gilbert CJ, Ritchie R. Mechanisms of cyclic fatigue-crack propagation in a fine-grained alumina ceramic: the role of crack closure 1997;20:1453–1466.
  • [6] Pippan R, Hageneder P, Knabl W, Clemens H. Fatigue threshold and crack propagation in g -TiAl sheets 2001;9:89–96.
  • [7] van Kuijk JJA, Alderliesten RC, Benedictus R. Unraveling the myth of closure corrections: Sharpening the definition of opening and closure stresses with an energy approach. Int J Fatigue 2021;2021:143.
  • [8] Camas D, Garcia-Manrique J, Antunes F V., Gonzalez-Herrera A. Three-dimensional fatigue crack closure numerical modelling: Crack growth scheme. Theor Appl Fract Mech 2020;108:102623.
  • [9] Kant C, Harmain GA. A Model Based Study of Fatigue Life Prediction for Multifarious Loadings. Key Eng Mater 2021;882:296–327.
  • [10] Schijve J. Fatigue of structures and materials in the 20th century and the state of the art. Int J Fatigue 2003;39:7–28.
  • [11] Sih GC, Paris PC, Irwin GR. On cracks in rectilinearly anisotropic bodies. Int J Fract Mech 1965;40:189–203.
  • [12] Rice JR. Mechanics of crack tip deformation and extension by fatigue. Fatigue Crack Propag 1967;STP415:247–309.
  • [13] Antunes F V., Branco R, Correia L, Ramalho AL. A numerical study of non-linear crack tip parameters. Frat Ed Integrita Strutt 2015;9:199–208.
  • [14] Wang XG, Ran HR, Jiang C, Fang QH. An energy dissipation-based fatigue crack growth model. Int J Fatigue 2018;114:167–176.
  • [15] Kant C, Harmain GA. An Investigation of Constant Amplitude Loaded Fatigue Crack Propagation of Virgin and Pre-Strained Aluminium Alloy. Int. Conf. Adv. Manuf. Mater. Process. (CAMMP 2021), Jaipur: Bentham Science Publishers; 2021.
  • [16] Kant C, G. A. Harmain. Fatigue Life Prediction under Interspersed Overload in Constant Amplitude Loading Spectrum via Crack and Plastic Zone Interaction Models- A Comparative Study. 9th Int.
  • [17] Elber W. Fatigue crack closure under cyclic tension. Eng Fract Mech 1970;2:37–45.
  • [18] Suresh S, Ritchie RO. Geometric model for fatigue crack closure induced by fracture surface roughness. Met Trans A 1982;V 13A:1627–1631.
  • [19] Suresh S. Fatigue crack deflection and fracture surface contact: Micromechanical models. Metall Trans A 1985;16:249–260.
  • [20] McKelvey AL, Ritchie RO. Fatigue-crack growth behavior in the superelastic and shape-memory alloy nitinol. Metall Mater Trans A Phys Metall Mater Sci 2001;32:731–743.
  • [21] Ritchie RO. Mechanisms of fatigue-crack propagation in ductile and brittle solids. Int J Fract 1999;100:55–83.
  • [22] Zhang H, Qiao P. Virtual crack closure technique in peridynamic theory. Comput Methods Appl Mech Eng 2020;372:113318.
  • [23] Vojtek T, Pippan R, Hohenwarter A, Pokluda J. Prediction of effective mode II fatigue crack growth threshold for metallic materials. Eng Fract Mech 2017;174:117–126.
  • [24] Shariati M, Mirzaei M, Masoudi Nejad R. An applied method for fatigue life assessment of engineering components using rigid-insert crack closure model. Eng Fract Mech 2018;204:421–433.
  • [25] Singh AN, Moitra A, Bhaskar P, Sasikala G, Dasgupta A, Bhaduri AK. Study of Aging-Induced Degradation of Fracture Resistance of Alloy 617 Toward High-Temperature Applications. Metall Mater Trans A Phys Metall Mater Sci 2017;48:3269–3278.
  • [26] Narayan Singh A, Moitra A, Bhaskar P, Sasikala G, Dasgupta A, Bhaduri AK. Effect of thermal aging on microstructure, hardness, tensile and impact properties of Alloy 617. Mater Sci Eng A 2018;710:47–56.
  • [27] Singh AN, Moitra A, Bhaskar P, Dasgupta A, Sasikala G, Bhaduri AK. A study of tensile flow and work-hardening behavior of alloy 617. J Mater Eng Perform 2018;27:3812–23.
  • [28] Kowathanakul N, Yu Q, Zhu C, Li X, Minor AM, Ritchie RO. Fatigue-crack propagation behavior in a high-carbon chromium SUJ2 bearing steel: Role of microstructure. Int J Fatigue 2022;156:106693.
  • [29] Pearson S. Initiation of fatigue cracks in commercial aluminium alloys and the subsequent propagation of very short cracks. Eng Fract Mech 1975;7:235–247.
  • [30] Vasco-Olmo JM, Díaz FA, Antunes F V., James MN. Characterisation of fatigue crack growth using digital image correlation measurements of plastic CTOD. Theor Appl Fract Mech 2019;101:332– 341.
  • [31] Ritchie RO, Suresh S. The fracture mechanics similitude concept: questions concerning its application to the behavior of short fatigue cracks. Mater Sci Eng 1983;57:27–30.
  • [32] McEvily A. On Crack Closure in Fatigue Crack Growth. Mech Fatigue Crack Clos 1988:35–43.
  • [33] Louat N, Sadananda K, Duesbery M, Vasudevan AK. A theoretical evaluation of crack closure. Metall Trans A 1993;24:2225–2232.
  • [34] Vasudeven AK, Sadananda K, Louat N. A review of crack closure, fatigue crack threshold and related phenomena. Mater Sci Eng A 1994;188:1–22.
  • [35] Escalero M, Muniz-Calvente M, Zabala H, Urresti I, Branco R, Antunes F V. A methodology for simulating plasticity induced crack closure and crack shape evolution based on elastic–plastic fracture parameters. Eng Fract Mech 2021;241. [36] Kanth SA, Lone AS, Harmain GA, Jameel A. Elasto plastic crack growth by XFEM: A review. Mater Today Proc 2019;18:34723481.
  • [37] Kanth SA, Lone AS, Harmain GA, Jameel A. Modeling of embedded and edge cracks in steel alloys by XFEM. Mater Today Proc 2019;26:814–818.
  • [38] Kanth SA, Harmain GA, Jameel A. Modeling of nonlinear crack growth in steel and aluminum alloys by the element free galerkin method. Mater. Today Proc 2018;5:1880518814.
  • [39] Lone AS, Kanth SA, Jameel A, Harmain GA. A state of art review on the modeling of Contact type Nonlinearities by Extended Finite Element method. Mater Today Proc 2019;18:3462–3471.
  • [40] Lone AS, Kanth SA, Harmain GA, Jameel A. XFEM modeling of frictional contact between elliptical inclusions and solid bodies. Mater Today Proc 2019;26:819824.
  • [41] Lone AS, Jameel A, Harmain GA. A coupled finite element-element free Galerkin approach for modeling frictional contact in engineering components. Mater Today Proc 2018;5:1874518754.
  • [42] Kanth SA, Harmain GA, Jameel A. Investigation of fatigue crack growth in engineering components containing different types of material irregularities by XFEM. Mech Adv Mater Struct 2021;29:139.
  • [43] Fu B, Hu L, Tang C. Experimental and numerical investigations on crack development and mechanical behavior of marble under uniaxial cyclic loading compression. Int J Rock Mech Min Sci 2020;130:104289.
  • [44] Caron JL, International H. Weldability of Nickel-Base Alloys. vol. 6. Elsevier; 2014.
  • [45] Chen J, Zhou X, Wang W, Liu B, Lv Y, Yang W, et al. A review on fundamental of high entropy alloys with promising high–temperature properties. J Alloys Compd 2018;760:1530.
  • [46] Akgün IC, Bolat, Gökşenli A. Effect of aging heat treatment on mechanical properties of expanded glass reinforced syntactic metal foam. Kov Mater 2021;59:345–355.
  • [47] Bolat Ç, Akgün İC, Gökşenli A. Influences of reinforcement size and artificial aging on the compression features of hybrid ceramic filled aluminum syntactic foams. Sage J 2022;236:14.
  • [48] Rabiei A, Lattimer BY, Bearinger E. Recent Advances in the Analysis, Measurement, and Properties of Composite Metal Foams. Miner Met Mater Ser 2021;2021:201–216.
  • [49] Benedetti M, du Plessis A, Ritchie RO, Dallago M, Razavi SMJ, Berto F. Architected cellular materials: A review on their mechanical properties towards fatigue-tolerant design and fabrication. Mater Sci Eng R Rep 2021;144:100606.
  • [50] Ergene B, Bolat Ç. A Review on the Recent investigation trends in abrasive waterjet cutting and turning of hybrid composites. Sigma J Eng Nat Sci 2019;37:989–1016.
  • [51] Madan R, Bhowmick S. Modeling of functionally graded materials to estimate effective thermo-mechanical properties. World J Eng 2021;19:291–301.
  • [52] Lawson L, Chen EY, Meshii M. Near-threshold fatigue : A review. Int J Fatigue1999;21:15–34.
  • [53] Suresh S. Fatigue of materials. 1st ed. Cambridge: Cambridge University Press; 1991.
  • [54] Barbosa JF, Correia JAFO, Júnior RCSF, De esus AMP. Fatigue life prediction of metallic materials considering mean stress effects by means of an artificial neural network. Int J Fatigue 2020;135:105527.
  • [55] Oplt T, Šebík M, Berto F, Náhlík L, Pokorný P, Hutař P. Strategy of plasticity induced crack closure numerical evaluation. Theor Appl Fract Mech 2019;102:59–69.
  • [56] Kant C, Harmain GA. An Investigation of Fatigue Crack Closure on 304LSS & 7020-T7 Aluminium Alloy. Int. Conf. Progress. Res. Ind. Mech. Eng., Patna: 2021.
  • [57] Elber W. The significance of fatigue crack closure. In: Damage tolerance in aircraft structures,. Am Soc Test Mater ASTM STP-486 1971:230–42.
  • [58] Schmidt RA, Paris PC. Threshold for Fatigue Crack Propagation and the Effects of Load Ratio and Frequency. ASTM STP 536 Philadelphia (PA, USA) Am Soc Test Mater 1974:79–94.
  • [59] Lankford J, Davidson D. Near threshold crack tip strain and crack opening for large and small fatigue cracks. In: Davidson D, Suresh S, editors. Fatigue crack growth threshold concepts. Philadelphia, PA: TMS, 1983. p. 447–463.
  • [60] Dawicke DS, Grandt AF, Newman JC. Three dimensional crack closure behavior. Eng Fract Mech 1990;36:111–121.
  • [61] Sunder R, Dash PK. Measurement of fatigue crack closure through electron microscopy. Int J Fatigue 1982;4:97–105.
  • [62] Ashbaugh NE, Dattaguru B, Khobaib M, Nicholas T, Prakash RV, Ramamurthy TS, et al. Experimental and analytical estimates of fatigue crack closure in an aluminium-copper alloy part I: Laser interferometry and electron fractography. Fatigue Fract Eng Mater Struct 1997;20:951–961.
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  • [64] Ishihara S, Sugai Y, McEvily AJ. On the distinction between plasticity-and roughness-induced fatigue crack closure. Metall Mater Trans A Phys Metall Mater Sci 2012;43:3086–3096.
  • [65] Dubey S, Soboyejo ABO, Soboyejo WO. Investigation of the effects of stress ratio and crack fatigue closure on the micromechanisms of fatigue crack growth in Ti-6Al-4V. Acta Mater 1997;45:2777–2787.
  • [66] Davidson D. How fatigue cracks grow, interact with microstructure and lose similitude. In: Newman J, Dowling N, editors. Fatigue Fract Mech Vol 27 West Conshohocken, PA Am Soc Test Mater 1997;27:287–300.
  • [67] Pippan R, Hohenwarter A. Fatigue crack closure: a review of the physical phenomena. Fatigue Fract Eng Mater Struct 2017;40:471–495.
  • [68] Weertman J. Why a complete solution has not been found of a mode i crack in an elastic plastic solid. Phys Status Solidi 1992;172:27–40.
  • [69] R. Hertzberg, C. Newton and RJ. Crack closure: correlation and confusion. In: Mechanics of fatigue crack closure. PA Am Soc Test Mater 1988:139–148.
  • [70] Budiansky B. JWH. Analysis of Closure in Fatigue Crack Growth. Joumal Appl Mech 1978;45:247.
  • [71] Geary W. A review of some aspects of fatigue crack growth under variable amplitute loading. Int J Fatigue 1992;14:377–386.
  • [72] Dugdale DS. Yielding of steel sheets containing slits. J Mech Phys Solids 1960;8:100–104.
  • [73] Reinhard P, Riemelmoser FO. Visualization of the plasticity-induced crack closure under plane strain conditions. Eng Fract Mech 1998;60:315–322.
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Revisiting the crack closure and its effect on fatigue life of components

Year 2024, Volume: 42 Issue: 2, 590 - 599, 30.04.2024

Ashutosh Kumar G.a. Harmain

Abstract

The present article reviews plasticity, roughness, and oxide-induced crack closure and its di-rect effect on fatigue crack propagation (FCP) problems. In such cases, plasticity-influenced crack closure significantly influences number of cycles to failure. Thus effective value of crack driving force for fatigue crack propagation problems is dependent upon assessment of plas-ticity effect both in front of crack tip and in the wake of the advancing crack in the form of ap-pendages of plasticity affected material. Crack closure (through plasticity) is affected by plane stress and plane strain transition, and effect of both types of conditions can be implemented to predict FCP, by taking into consideration appropriate value of plasticity constraint factor. Crack growth under fatigue loading conditions subjected to constant amplitude loading, sin-gle overloads, block overloads, variable amplitude loading and random loading is influenced by crack closure effect strongly during transition from plane stress (PSS) to plane strain (PSN) conditions.

Keywords

Fatigue Crack Propagation Crack Closure (CC) Stress Intensity Factor PSS PSN Stress Ratio R

References

  • REFERENCES
  • [1] Ritchie RO. Mechanisms of fatigue crack propagation in metals, ceramics and composites: Role of crack tip shielding. Mater Sci Eng 1988;103:15–28.
  • [2] Pelloux RMN. Crack extension by alternating shear. Eng Fract Mech 1970;1.
  • [3] Neumann P. The geometry of slip processes at fatigue crack--ii. Acta Metall 1974;22:1167–1178.
  • [4] Furukawa K, Murakami Y, Nishida SI. A method for determining stress ratio of fatigue loading from the width and height of striation. Int J Fatigue 1998;20:509–516.
  • [5] Gilbert CJ, Ritchie R. Mechanisms of cyclic fatigue-crack propagation in a fine-grained alumina ceramic: the role of crack closure 1997;20:1453–1466.
  • [6] Pippan R, Hageneder P, Knabl W, Clemens H. Fatigue threshold and crack propagation in g -TiAl sheets 2001;9:89–96.
  • [7] van Kuijk JJA, Alderliesten RC, Benedictus R. Unraveling the myth of closure corrections: Sharpening the definition of opening and closure stresses with an energy approach. Int J Fatigue 2021;2021:143.
  • [8] Camas D, Garcia-Manrique J, Antunes F V., Gonzalez-Herrera A. Three-dimensional fatigue crack closure numerical modelling: Crack growth scheme. Theor Appl Fract Mech 2020;108:102623.
  • [9] Kant C, Harmain GA. A Model Based Study of Fatigue Life Prediction for Multifarious Loadings. Key Eng Mater 2021;882:296–327.
  • [10] Schijve J. Fatigue of structures and materials in the 20th century and the state of the art. Int J Fatigue 2003;39:7–28.
  • [11] Sih GC, Paris PC, Irwin GR. On cracks in rectilinearly anisotropic bodies. Int J Fract Mech 1965;40:189–203.
  • [12] Rice JR. Mechanics of crack tip deformation and extension by fatigue. Fatigue Crack Propag 1967;STP415:247–309.
  • [13] Antunes F V., Branco R, Correia L, Ramalho AL. A numerical study of non-linear crack tip parameters. Frat Ed Integrita Strutt 2015;9:199–208.
  • [14] Wang XG, Ran HR, Jiang C, Fang QH. An energy dissipation-based fatigue crack growth model. Int J Fatigue 2018;114:167–176.
  • [15] Kant C, Harmain GA. An Investigation of Constant Amplitude Loaded Fatigue Crack Propagation of Virgin and Pre-Strained Aluminium Alloy. Int. Conf. Adv. Manuf. Mater. Process. (CAMMP 2021), Jaipur: Bentham Science Publishers; 2021.
  • [16] Kant C, G. A. Harmain. Fatigue Life Prediction under Interspersed Overload in Constant Amplitude Loading Spectrum via Crack and Plastic Zone Interaction Models- A Comparative Study. 9th Int.
  • [17] Elber W. Fatigue crack closure under cyclic tension. Eng Fract Mech 1970;2:37–45.
  • [18] Suresh S, Ritchie RO. Geometric model for fatigue crack closure induced by fracture surface roughness. Met Trans A 1982;V 13A:1627–1631.
  • [19] Suresh S. Fatigue crack deflection and fracture surface contact: Micromechanical models. Metall Trans A 1985;16:249–260.
  • [20] McKelvey AL, Ritchie RO. Fatigue-crack growth behavior in the superelastic and shape-memory alloy nitinol. Metall Mater Trans A Phys Metall Mater Sci 2001;32:731–743.
  • [21] Ritchie RO. Mechanisms of fatigue-crack propagation in ductile and brittle solids. Int J Fract 1999;100:55–83.
  • [22] Zhang H, Qiao P. Virtual crack closure technique in peridynamic theory. Comput Methods Appl Mech Eng 2020;372:113318.
  • [23] Vojtek T, Pippan R, Hohenwarter A, Pokluda J. Prediction of effective mode II fatigue crack growth threshold for metallic materials. Eng Fract Mech 2017;174:117–126.
  • [24] Shariati M, Mirzaei M, Masoudi Nejad R. An applied method for fatigue life assessment of engineering components using rigid-insert crack closure model. Eng Fract Mech 2018;204:421–433.
  • [25] Singh AN, Moitra A, Bhaskar P, Sasikala G, Dasgupta A, Bhaduri AK. Study of Aging-Induced Degradation of Fracture Resistance of Alloy 617 Toward High-Temperature Applications. Metall Mater Trans A Phys Metall Mater Sci 2017;48:3269–3278.
  • [26] Narayan Singh A, Moitra A, Bhaskar P, Sasikala G, Dasgupta A, Bhaduri AK. Effect of thermal aging on microstructure, hardness, tensile and impact properties of Alloy 617. Mater Sci Eng A 2018;710:47–56.
  • [27] Singh AN, Moitra A, Bhaskar P, Dasgupta A, Sasikala G, Bhaduri AK. A study of tensile flow and work-hardening behavior of alloy 617. J Mater Eng Perform 2018;27:3812–23.
  • [28] Kowathanakul N, Yu Q, Zhu C, Li X, Minor AM, Ritchie RO. Fatigue-crack propagation behavior in a high-carbon chromium SUJ2 bearing steel: Role of microstructure. Int J Fatigue 2022;156:106693.
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  • [30] Vasco-Olmo JM, Díaz FA, Antunes F V., James MN. Characterisation of fatigue crack growth using digital image correlation measurements of plastic CTOD. Theor Appl Fract Mech 2019;101:332– 341.
  • [31] Ritchie RO, Suresh S. The fracture mechanics similitude concept: questions concerning its application to the behavior of short fatigue cracks. Mater Sci Eng 1983;57:27–30.
  • [32] McEvily A. On Crack Closure in Fatigue Crack Growth. Mech Fatigue Crack Clos 1988:35–43.
  • [33] Louat N, Sadananda K, Duesbery M, Vasudevan AK. A theoretical evaluation of crack closure. Metall Trans A 1993;24:2225–2232.
  • [34] Vasudeven AK, Sadananda K, Louat N. A review of crack closure, fatigue crack threshold and related phenomena. Mater Sci Eng A 1994;188:1–22.
  • [35] Escalero M, Muniz-Calvente M, Zabala H, Urresti I, Branco R, Antunes F V. A methodology for simulating plasticity induced crack closure and crack shape evolution based on elastic–plastic fracture parameters. Eng Fract Mech 2021;241. [36] Kanth SA, Lone AS, Harmain GA, Jameel A. Elasto plastic crack growth by XFEM: A review. Mater Today Proc 2019;18:34723481.
  • [37] Kanth SA, Lone AS, Harmain GA, Jameel A. Modeling of embedded and edge cracks in steel alloys by XFEM. Mater Today Proc 2019;26:814–818.
  • [38] Kanth SA, Harmain GA, Jameel A. Modeling of nonlinear crack growth in steel and aluminum alloys by the element free galerkin method. Mater. Today Proc 2018;5:1880518814.
  • [39] Lone AS, Kanth SA, Jameel A, Harmain GA. A state of art review on the modeling of Contact type Nonlinearities by Extended Finite Element method. Mater Today Proc 2019;18:3462–3471.
  • [40] Lone AS, Kanth SA, Harmain GA, Jameel A. XFEM modeling of frictional contact between elliptical inclusions and solid bodies. Mater Today Proc 2019;26:819824.
  • [41] Lone AS, Jameel A, Harmain GA. A coupled finite element-element free Galerkin approach for modeling frictional contact in engineering components. Mater Today Proc 2018;5:1874518754.
  • [42] Kanth SA, Harmain GA, Jameel A. Investigation of fatigue crack growth in engineering components containing different types of material irregularities by XFEM. Mech Adv Mater Struct 2021;29:139.
  • [43] Fu B, Hu L, Tang C. Experimental and numerical investigations on crack development and mechanical behavior of marble under uniaxial cyclic loading compression. Int J Rock Mech Min Sci 2020;130:104289.
  • [44] Caron JL, International H. Weldability of Nickel-Base Alloys. vol. 6. Elsevier; 2014.
  • [45] Chen J, Zhou X, Wang W, Liu B, Lv Y, Yang W, et al. A review on fundamental of high entropy alloys with promising high–temperature properties. J Alloys Compd 2018;760:1530.
  • [46] Akgün IC, Bolat, Gökşenli A. Effect of aging heat treatment on mechanical properties of expanded glass reinforced syntactic metal foam. Kov Mater 2021;59:345–355.
  • [47] Bolat Ç, Akgün İC, Gökşenli A. Influences of reinforcement size and artificial aging on the compression features of hybrid ceramic filled aluminum syntactic foams. Sage J 2022;236:14.
  • [48] Rabiei A, Lattimer BY, Bearinger E. Recent Advances in the Analysis, Measurement, and Properties of Composite Metal Foams. Miner Met Mater Ser 2021;2021:201–216.
  • [49] Benedetti M, du Plessis A, Ritchie RO, Dallago M, Razavi SMJ, Berto F. Architected cellular materials: A review on their mechanical properties towards fatigue-tolerant design and fabrication. Mater Sci Eng R Rep 2021;144:100606.
  • [50] Ergene B, Bolat Ç. A Review on the Recent investigation trends in abrasive waterjet cutting and turning of hybrid composites. Sigma J Eng Nat Sci 2019;37:989–1016.
  • [51] Madan R, Bhowmick S. Modeling of functionally graded materials to estimate effective thermo-mechanical properties. World J Eng 2021;19:291–301.
  • [52] Lawson L, Chen EY, Meshii M. Near-threshold fatigue : A review. Int J Fatigue1999;21:15–34.
  • [53] Suresh S. Fatigue of materials. 1st ed. Cambridge: Cambridge University Press; 1991.
  • [54] Barbosa JF, Correia JAFO, Júnior RCSF, De esus AMP. Fatigue life prediction of metallic materials considering mean stress effects by means of an artificial neural network. Int J Fatigue 2020;135:105527.
  • [55] Oplt T, Šebík M, Berto F, Náhlík L, Pokorný P, Hutař P. Strategy of plasticity induced crack closure numerical evaluation. Theor Appl Fract Mech 2019;102:59–69.
  • [56] Kant C, Harmain GA. An Investigation of Fatigue Crack Closure on 304LSS & 7020-T7 Aluminium Alloy. Int. Conf. Progress. Res. Ind. Mech. Eng., Patna: 2021.
  • [57] Elber W. The significance of fatigue crack closure. In: Damage tolerance in aircraft structures,. Am Soc Test Mater ASTM STP-486 1971:230–42.
  • [58] Schmidt RA, Paris PC. Threshold for Fatigue Crack Propagation and the Effects of Load Ratio and Frequency. ASTM STP 536 Philadelphia (PA, USA) Am Soc Test Mater 1974:79–94.
  • [59] Lankford J, Davidson D. Near threshold crack tip strain and crack opening for large and small fatigue cracks. In: Davidson D, Suresh S, editors. Fatigue crack growth threshold concepts. Philadelphia, PA: TMS, 1983. p. 447–463.
  • [60] Dawicke DS, Grandt AF, Newman JC. Three dimensional crack closure behavior. Eng Fract Mech 1990;36:111–121.
  • [61] Sunder R, Dash PK. Measurement of fatigue crack closure through electron microscopy. Int J Fatigue 1982;4:97–105.
  • [62] Ashbaugh NE, Dattaguru B, Khobaib M, Nicholas T, Prakash RV, Ramamurthy TS, et al. Experimental and analytical estimates of fatigue crack closure in an aluminium-copper alloy part I: Laser interferometry and electron fractography. Fatigue Fract Eng Mater Struct 1997;20:951–961.
  • [63] Newman JC, Elber W. Mechanics of Fatigue Crack Closure. Washington: ASTM International; 1988.
  • [64] Ishihara S, Sugai Y, McEvily AJ. On the distinction between plasticity-and roughness-induced fatigue crack closure. Metall Mater Trans A Phys Metall Mater Sci 2012;43:3086–3096.
  • [65] Dubey S, Soboyejo ABO, Soboyejo WO. Investigation of the effects of stress ratio and crack fatigue closure on the micromechanisms of fatigue crack growth in Ti-6Al-4V. Acta Mater 1997;45:2777–2787.
  • [66] Davidson D. How fatigue cracks grow, interact with microstructure and lose similitude. In: Newman J, Dowling N, editors. Fatigue Fract Mech Vol 27 West Conshohocken, PA Am Soc Test Mater 1997;27:287–300.
  • [67] Pippan R, Hohenwarter A. Fatigue crack closure: a review of the physical phenomena. Fatigue Fract Eng Mater Struct 2017;40:471–495.
  • [68] Weertman J. Why a complete solution has not been found of a mode i crack in an elastic plastic solid. Phys Status Solidi 1992;172:27–40.
  • [69] R. Hertzberg, C. Newton and RJ. Crack closure: correlation and confusion. In: Mechanics of fatigue crack closure. PA Am Soc Test Mater 1988:139–148.
  • [70] Budiansky B. JWH. Analysis of Closure in Fatigue Crack Growth. Joumal Appl Mech 1978;45:247.
  • [71] Geary W. A review of some aspects of fatigue crack growth under variable amplitute loading. Int J Fatigue 1992;14:377–386.
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There are 81 citations in total.

Details

Primary Language English
Subjects Biochemistry and Cell Biology (Other), Clinical Chemistry
Journal Section Reviews
Authors

Ashutosh Kumar 0000-0002-5203-6879

G.a. Harmain This is me 0000-0002-7912-5724

Publication Date April 30, 2024
Submission Date April 19, 2022
Published in Issue Year 2024 Volume: 42 Issue: 2

Cite

Vancouver Kumar A, Harmain G. Revisiting the crack closure and its effect on fatigue life of components. SIGMA. 2024;42(2):590-9.

IMPORTANT NOTE: JOURNAL SUBMISSION LINK https://eds.yildiz.edu.tr/sigma/