PSI - Issue 4

Shun-Peng Zhu et al. / Procedia Structural Integrity 4 (2017) 3–10

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S.P. Zhu et al. / Structural Integrity Procedia 00 (2017) 000 – 000

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[8] Beretta, S., Regazzi, D., 2016. Probabilistic fatigue assessment for railway axles and derivation of a simple format for damage calculations. International Journal of Fatigue 86, 13 - 23. [9] Cervello, S., 2016. Fatigue properties of railway axles: New results of full - scale specimens from Euraxles project. International Journal of Fatigue 86, 2 - 12. [10] Náhlík, L., Pokorný, P., Ševčík, M., Fajkoš, R., Matušek, P., Hutař , P., 2017. Fatigue lifetime estimation of railway axles. Engineering Failure Analysis 73, 139 - 157. [11] Yamamoto, M., Makino, K., Ishiduka, H., 2016. Comparison of crack growth behaviour between full - scale railway axle and scaled specimen. International Journal of Fatigue 92, 159 - 165. [12] Zhu, S.P., Huang, H.Z., Peng, W., Wang, H.K., Mahadevan, S., 2016. Probabilistic Physics of Failure - based framework for fatigue life prediction of aircraft gas turbine discs under uncertainty. Reliability Engineering & System Safety 146, 1 - 12. [13] Zhu, S.P., Huang, H.Z., Smith, R., Ontiveros, V., He, L.P., Modarres, M., 2013. Bayesian framework for probabilistic low cycle fatigue life prediction and uncertainty modeling of aircraft turbine disk alloys. Probabilistic Engineering Mechanics 34, 114 - 122. [14] Liu, Y., Mahadevan, S., 2009. Efficient methods for time - dependent fatigue reliability analysis. AIAA Journal 47, 494 - 504. [15] Rathod, V., Yadav, O.P., Rathore, A., et al., 2011. Probabilistic modeling of fatigue damage accumulation for reliability prediction. International Journal of Quality, Statistics, and Reliability 2011, doi:10.1155/2011/718901. [16] Beretta, S., Carboni, M., 2006. Experiments and stochastic model for propagation lifetime of railway axles. Engineering Fracture Mechanics 73, 2627 - 2641. [17] Zhu, S.P., Huang, H.Z., Ontiveros, V., et al., 2012. Probabilistic low cycle fatigue life prediction using an energy - based damage parameter and accounting for model uncertainty. International Journal of Damage Mechanics 21, 1128 - 1153. [18] Zerbst, U., Schödel, M., Beier, H.T., 2011. Parameters affecting the damage tolerance behaviour of railway axles. Engineering Fracture Mechanics 78, 793 - 809. [19] Zerbst, U., Beretta, S., 2011. Failure and damage tolerance aspects of railway components. Engineering Failure Analysis 18, 534 - 542. [20] Zhu, S.P., Huang, H.Z., He, L.P., et al., 2012. A generalized energy - based fatigue - creep damage parameter for life prediction of turbine disk alloys. Engineering Fracture Mechanics 90, 89 - 100. [21] Wang, P., Coit, D.W., 2007. Reliability and degradation modeling with random or uncertain failure threshold. In: Proceeding of the Annual Reliability and Maintainability Symposium, Orlando, FL, pp. 392 - 397. [22] Benjamin, J.R., Cornell, C.A., 1970. Probability, statistics, and decision for civil engineers, McGraw - Hill, New York, USA.