PSI - Issue 2_A

Pavel Skalny / Procedia Structural Integrity 2 (2016) 3727–3734 Pavel Skalny/ Structural Integrity Procedia 00 (2016) 000 – 000

3734

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References

Arthur, D., Vassilvitskii, S., 2007. K-means++: the advantages of careful seeding, Proceedings of the eighteenth annual ACM-SIAM symposium on Discrete algorithms. Philadelphia, United States, 1027-1035. Balankin, A., Morales, D., Mancilla, G., Susarrey, O., Campos, I., Sandoval, F., Bravo, A., García, A., Galicia, M., 2000. Fractal Properties of Fracture Surfaces in Steel 1045. International Journal of Fracture 106, 21-26. Berniera, N., Leunisa, E., Carlos Furtadoa, C., Puttea, T., Bana, G., 2013. EBSD study of angular deviations from the Goss component in grain oriented electrical steels. Micron 54, 43-51. Chang, Q., Chen, D., Ru., H., Yue, L., Yu, C., 2011. Three-dimensional fractal analysis of fracture surface sin titanium – iron particulate reinforced hydroxyapatitecomposites: relationship between fracture toughness and fractal dimension, Journal of Material Science, 46, 6118 6123. CHEONG, O., KREVELD, M., OVERMARS, M., Computational Geometry: Algorithms and Applications. Springer, London, 2008, pp. 380. Falconer, K., 2003. Fractal Geometry: Mathematical Foundations and Applications. John Wiley & Sons, New York, pp. 368. Fang, J., Zhang, J., 2014. Evaluation of cracking behavior and critical CTOA values of pipeline steel from DWTT specimens. Engineering Fracture Mechanics 124, 18-29. Horsley, D., 2003 Background to the use of CTOA for prediction of dynamic ductile fracture arrest in pipelines. Engineering Fracture Mechanics 70, 547 – 552. Hwang, B., Lee, S. Kim, YM., Kim, NJ., Yoo, JY., Woo, ChS., 2004. Analysis of abnormal fracture occurring during drop-weight tear test of high-toughness line-pipesteel. Material Science Engineering 368, 18-27. Jiang, X., Chu, W., Hsiao, C., 1994. Relationship between JIC and fractal value of fracture surface of ductile materials. Acta Metallurgica et Materialia 42, 105 – 8. Mandelbrot, B., Passoja, D., Paullay, AJ., 1984, Fractal character of fracture surfaces of metals. Nature 308, 721 – 722. Mengjia, Xu., Jijin, Xu, Hao, Lu., 2015. Fractal and probability analysis of creep crack growth behavior in 2.25Cr-1.6W steel incorporating residual stresses. Applied Surface Science 359, 73-81. Ray, K., Mandal, G., 1992. Study of correlation between fractal dimension and impact energy in a high strength low alloy steel. Acta Metallurgica et Materialia 40, 463 – 469. Stach, S., Cybo, J., Chmiela, J., 2000. Fracture surface - fractal or multifractal?. Stereology and Image Analysis in Materials Science 46, 163 – 167. Seifert, K., 1984. Abnormal fracture appearances of DWTT specimen from high- toughness line pipe steels. Materialprüfung 26, 277– 80. Schmittbuhl, J., Vilotte, J., Roux, S., 1995. Reliability of self-affine measurements. Physical Review 51, 131-137. Skalny, P., Strnadel, B., 2015. Application of Gaussian mixtures in the Fracture Identiffication. 8th International Conference on Information and Digital Technologies, Zilina, Slovakia, 330-334. Strn adel, B., Hasegawa, K., Skalný, P., 2015. Evaluation of Cracking Behavior of Pipeline X70 Steel From DWTT Broken Specimens. 24th Metal Conference, Brno, Czech Republic, 128-133. Strnadel, B.; Ferfecki, P.; Zidlik, P., 2013. Statistical characteristics of fracture surfaces in high-strength steel drop weight tear test specimens. Engineering Fracture Mechanics 112, 1-13. Yang, XB., Zhuang, Z., You, XC., Feng, YR., Huo, CY., Zhuang, CJ.,2008. Dynamic fracture study by an experiment/simulation method for rich gas transmission X80steel pipelines. Engineering Fracture Mechanics 75, 5018 – 5028. Yang, Z., Kim, ChB., Feng, Y., Cho, Ch., 2008. Abnormal fracture appearance in drop-weight tear test specimens of pipeline steeel. Mater Science Engineering 483, 239 – 41. Weiss, J., 2001. Self-affinity of fracture surfaces and implications on a possible size effect on fracture energy. International Journal of Fracture 109, 365-381.