• Volume 39 Issue 8
    Aug.  2017
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    ZHAO Xi, JU Yang, ZHENG Ze-min. Multiple parameter measurement of mixed-mode stress intensity factors using the photoelastic method[J]. Chinese Journal of Engineering, 2017, 39(8): 1288-1294. doi: 10.13374/j.issn2095-9389.2017.08.020
    Citation: ZHAO Xi, JU Yang, ZHENG Ze-min. Multiple parameter measurement of mixed-mode stress intensity factors using the photoelastic method[J]. Chinese Journal of Engineering, 2017, 39(8): 1288-1294. doi: 10.13374/j.issn2095-9389.2017.08.020

    Multiple parameter measurement of mixed-mode stress intensity factors using the photoelastic method

    doi: 10.13374/j.issn2095-9389.2017.08.020
    • Received Date: 2016-08-10
    • Precise calculation of the stress intensity factors at crack tips is of great significance in accurate analysis of a structure's crack initiation and fracture mode. In this research, a three-dimensional printing technique was adopted to manufacture a non-residual stress plate model, where high-precision printed pre-cracks avoid the occurrence of residual stress compared to traditional manufacturing processes. By comprehensively considering the singular and non-singular stresses at the near-crack-tip region, three constant stresses controlled by the far field were adopted. Multiple parameters of the photoelastic method combined with the least-squares method were applied to analyze the stress intensity factors of mode I and mixed modes in three-point bending tests under different loads, and a theoretical solution comparison was conducted. Results show that compared with the theoretical solution, the average calculation error for the mode I stress intensity factor is 6.1% and those for I-Ⅱ mixed modes are 6.4% and 5.5%, respectively. This slight calculation error verifies the reliability and accuracy of the multiple-parameter method and provides a reference for further precise calculations of the stress intensity factors using the photoelastic method.

       

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    • [3]
      Malezhik M P, Chernyshenko I S, Sheremet G P. Photoelastic simulation of the stress wave field around a tunnel in an anisotropic rock mass subject to shock load. Int Appl Mech, 2006, 42(8): 948
      [4]
      Sakaguchi M, Sasaki Y, Okazaki M, et al. Evaluation of fatigue crack propagation in the post-service gas turbine vane. J Solid Mech Mater Eng, 2010, 4(2): 131
      [5]
      Livne A, Bouchbinder E, Svetlizky I, et al. The near-tip fields of fast cracks. Science, 2010, 327(5971): 1359
      [6]
      Murakami Y. Analysis of stress intensity factors of modes I, II and III for inclined surface cracks of arbitrary shape. Eng Fract Mech, 1985, 22(1): 101
      [7]
      Yan X. Numerical analysis of the stress intensity factor for two kinds of mixed-mode crack specimens. J Strain Anal Eng Des, 2006, 41(1): 9
      [8]
      Smith C W, Post D, Hiatt G, et al. Displacement measurements around cracks in three-dimensional problems by a hybrid experimental technique. Exp Mech, 1983, 23(1): 15
      [9]
      Irwin G R. Elasticity and Plasticity/Elastizitt und Plastizitt. Heidelberg: Springer Berlin, 1958: 551
      [10]
      Bradley W B, Kobayashi A S. An investigation of propagating cracks by dynamic photoelasticity. Exp Mech, 1970, 10(3): 106
      [11]
      Schroedl M A, Smith C W. A study of near and far field effects in photoelastic stress intensity determination. Eng Fract Mech, 1975, 7(2): 341
      [12]
      Schroedl M A, McGowan J J, Smith C W. Determination of stress-intensity factors from photoelastic data with applications to surface-flaw problems. Exp Mech, 1974, 14(10): 392
      [13]
      Theocaris P S, Gdoutos E E. A photoelastic determination of KI stress intensity factors. Eng Fract Mech, 1975, 7(2): 331
      [14]
      Sanford R J, Dally J W. A general method for determining mixed-mode stress intensity factors from isochromatic fringe patterns. Eng Fract Mech, 1979, 11(4): 621
      [15]
      Okada H, Atluri S N, Omori Y, et al. Direct evaluation of Tε* integral from experimentally measured near tip displacement field, for a plate with stably propagating crack. Int J Plast, 1999, 15(9):869
      [18]
      Ju Y, Xie H P, Zheng Z M, et al. Visualization of the complex structure and stress field inside rock by means of 3D printing technology. Chin Sci Bull, 2014, 59(36): 5354
      [19]
      Behrens B A, Bouguecha A, Vucetic M, et al. Characterisation of the quasi-static flow and fracture behaviour of dual-phase steel sheets in a wide range of plane stress states. Arch Civil Mech Eng, 2012, 12(4): 397
      [20]
      Humbert C, Decruppe J P. Flow birefringence and stress optical law of viscoelastic solutions of cationic surfactants and sodium salicylate. Eur Phys J B-Condens Matter Complex Syst, 1998, 6(4): 511
      [22]
      Murakami Y, Keer L M. Stress intensity factors handbook, Vol. 3. J Appl Mech, 1993, 60(4): 1063
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