Deformation calibration mode based on the potential drop technique and strain gage measurements

References

1 L. M. Lobanov , A. Y.Bondarenko, Y. K.Bondarenko: Residual life evaluation of welded joints using a magnetic method for monitoring of welded structures, Welding in the World47 (2003), No. 1-2, pp. 7–1110.1007/BF03266372.Search in Google Scholar

2 V. V. Gubin , V. Y.Petrushanskii, L. V.Teslenko: Device for investigation of polymer film material deformation under heating, Measurement Techniques32 (1989), No. 7, pp. 701–70210.1007/bf02110939.Search in Google Scholar

3 D. M. Bradley , R. C.Gupta: Limiting behaviour of the mean residual life, Annals of the Institute of Statistical Mathematics55 (2003), No. 1, pp. 217–22610.1007/bf02530495.Search in Google Scholar

4 R. Viswnathan : An overview of failure mechanisms in high temperature components in power plants, Journal of Engineering Materials and Technology122 (2013), No. 3, pp. 246–25510.1115/1.482794.Search in Google Scholar

5 P. L. Andresen , J.Hicking, M. M.Morra: IGSCC of non-sensitized stainless steels in high temperature water, Journal of nuclear Materials383 (2008), No. 8, pp. 97–11110.1016/j.jnucmat.2008.08.005.Search in Google Scholar

6 L. Zhang , J. Z.Lu, Y.Fan, G.Jiang: Progress in monitoring fatigue crack propagation by direct current potential drop method, Journal of Harbin Institute of Technology (New Series) (2010), pp. 58–6110.1016/s0963-8695(98)90747-2.Search in Google Scholar

7 K. V. Minnebruggen , S.Hertele, A.Matthias: Crack growth characterization in single-edge notched tension testing by means of direct current potential drop measurement, International Journal of Pressure Vessels and Piping (2017), pp. 68–7810.1016/j.ijpvp.2017.06.009.Search in Google Scholar

8 P. Ljustell : The effect of large scale plastic deformation on fatigue crack length measurement with the potential drop method, Journal of Testing and Evaluation (2011), No. 39, pp. 985–100210.1520/JTE103532.Search in Google Scholar

9 K. M. Tarnowski , D. W.Dean, K. M.Nikbin: Predicting the influence of strain on crack length measurements performed using the potential drop method, Engineering Fracture Mechanics182 (2017), No. 6, pp. 635–65710.106/j.engfracmech.2017.06.008.Search in Google Scholar

10 J. Corcoran , P.Hooper, C.Davies: Creep strain measurement using a potential drop technique, International Journal of Mechanical Sciences110 (2016), pp. 190–20010.1063/1.4914679.Search in Google Scholar

11 P. Thasanaraphan , P.Thapnuy, D.Ounpanich, P.Vongbandit: Remaining creep life assessment of service superheat tube boiler, Key Engineering Materials659 (2015), pp. 686–69010.4028/www.scientific.net/kem.659.686.Search in Google Scholar

12 N. Micone , D. W.Waele: On the application of infrared thermography and potential drop for the accelerated determination of an S-N Curve, Experimental Mechanics57 (2017), No. 1, pp. 143–15310.1007/.S11340-016-0194-6.Search in Google Scholar

13 V. Brinnel , B.Döbereiner, S.Münstermann: Characterizing ductile damage and failure: Application of the direct current potential drop method to uncracked tensile specimens, Procedia Materials Science3 (2014), pp. 1161–116610.1016/J.MSPRO.2014.06.189.Search in Google Scholar

14 D. Chen , C. J.Gilbert, R. O.Ritchie: In situ measurement of fatigue-crack growth rates in a silicon carbide ceramic at elevated temperatures using a DC potential system, Journal of Testing & Evaluation28 (2000), No. 4, pp. 236–25110.1520/jte12100j.Search in Google Scholar

15 I. Černý : The use of DCPD method for measurement of growth of cracks in large components at normal and elevated temperatures, Engineering Fracture Mechanics71 (2004), No. 4-6, pp. 837–84810.1061/s0013-7944(03)00012-2.Search in Google Scholar

16 N. A. Cheputeh , K.Maneeratana, J.Kasitvitamnuay: A finite volume simulation of electrical potential drop in 2D cracked plates, Processing of the International Conference on Science and Technology (TICST), Curran Associates (2015), pp. 2010.1109/TICST.2015.7369334.Search in Google Scholar

17 M. C. Lafarie-Frenot , C.Gasc: On the evaluation of crack closure using the potential drop method, International Journal of Fracture15 (1979), No. 3, pp. 121–12310.1007/BF00033231.Search in Google Scholar

18 K. Ikeda , M.Yoshimi, C.Miki: Electrical potential drop method for evaluating crack depth, International Journal of Fracture47(1991), No. 1, pp. 25–3810.1007/bf00037037.Search in Google Scholar

19 J. Corcoran , P. B.Nagy, P.Cawley: Monitoring creep damage at a weld using a potential drop technique, International Journal of Pressure Vessels & Piping153 (2017), pp. 15–2510.1016/j.ijvp.2017.05.001.Search in Google Scholar

20 E. Madhi , P. B.Nagy: Sensitivity analysis of a directional potential drop sensor for creep monitoring, Ndt & E International44 (2011), No. 8, pp. 708–7171016/j.ndteint.2011.08.001.Search in Google Scholar

21 C. S. Seok , B. K.Bae, J. M.Koo: DC potential drop method for evaluating material degradation, Journal of Mechanical Science and Technology18(2004), No. 8, pp. 1368–137410.1007/bf02984251.Search in Google Scholar

22 G. Clark , J. F.Knott: Measurement of fatigue cracks in notched specimens by means of theoretical electrical potential calibrations, Journal of the Mechanics & Physics of Solids23 (1975), No. 4, pp. 265–27610.1016/0022-5096(75)90028-9.Search in Google Scholar

23 N. I. Muskhelishvili : Some basic problems of the mathematical theory of elasticity, Springer, Berlin, Germany (1977)Search in Google Scholar