Developing a statistical model based on Markov chain for fatigue life prediction of double lap composite adhesive joints

Authors

1 Master student of mechanical engineering major in applied design, Sistan and Baluchestan University

2 Mechanical Engineering Department Of Sistan And Baluchestan University, University Blvd, Zahedan, Iran

Abstract

The Markov chain model is one of the statistical-probabilistic approach that can predict the failure status of samples in higher cycles by using experimental results in primitive cycles and also it can be used instantaneously to control fatigue failure of parts in working. In this paper, double lap adhesive joints are subjected to cyclic loading at three different charge levels in the form of tensile load, and the purpose of this work is investigating the fatigue failure process of adhesive joints. In this study, ratcheting changes have been introduced as a failure indicator that shows the growth trend of fatigue failure. It is observed that fatigue damage occurred after 18% growth in the initial ratcheting size. These experimental results are consistent with the data obtained from the Markov chain model. Therefore, this forecasting method can predict the remaining life of double lap adhesive joints based on strain evaluations regardless of their loading history.

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Main Subjects


[1] Pizzi, A., & Mittal, K. L. (2017). Handbook of adhesive technology: CRC press.
[2]  Da Silva, L. F., Öchsner, A., & Adams, R. D. (2018). Introduction to adhesive bonding technology. In Handbook of adhesion technology (pp. 1-7): Springer.
[3]  Nejad, R. M., Moghadam, D. G., Hadi, M., Zamani, P., &Berto, F. (2022). An investigation on static and fatigue life evaluation of grooved adhesively bonded T-joints. Struct, 35, 340-349.
[4] Moslemi, H., Farhangdoost, K., & Zamani, P. (2019). Fatigue life evaluation of single and two riveted coach peel joints using strain-life criteria. AJME, 3(2), 229-234.
[5] Zamani, P., & Farhangdoost, K. (2020). On the Influence of riveting process parameters on fatigue life of riveted lap joint. J Appl Comput Mech, 6(2), 248-258.
[6] Shenoy, V., Ashcroft, I. A., Critchlow, G. W., &Crocombe, A. (2010). Unified methodology for the prediction of the fatigue behaviour of adhesively bonded joints. Int J Fatigue, 32(8), 1278-1288.
[7] Shenoy, V., Ashcroft, I. A., Critchlow, G. W., &Crocombe, A. (2010). Fracture mechanics and damage mechanics based fatigue lifetime prediction of adhesively bonded joints subjected to variable amplitude fatigue. Eng Fract Mech, 77(7), 1073-1090.
[8] Quaresimin, M., & Ricotta, M. (2006). Fatigue behaviour and damage evolution of single lap bonded joints in composite material. Compos Sci Technol, 66(2), 176-187.
[9] Quaresimin, M., & Ricotta, M. (2006). Stress intensity factors and strain energy release rates in single lap bonded joints in composite materials. Compos Sci Technol, 66(5), 647-656.
 [10] Quaresimin, M., & Ricotta, M. (2006). Life prediction of bonded joints in composite materials. Int J Fatigue, 28(10), 1166-1176.
[11] Khoramishad, H., Crocombe, A., Katnam, K., & Ashcroft, I. (2010). Predicting fatigue damage in adhesively bonded joints using a cohesive zone model. Int J Fatigue, 32(7), 1146-1158.
[12] Safari, A., & Farahani, M. (2018). Comparison of the Effects of Shot Blasting and Sandblasting Processes on the Strength of the Aluminum Adhesive Bonded Joints. AJME, 50(5), 1015-1022.
 [13] Morfini, I., Goglio, L., Belingardi, G., & Nassar, S. (2019). Effect of autoclave cure time and bonded surface roughness on the static and fatigue performance of polyurethane film Adhesive Single lap joints. Int J Adhes and Adhes, 92, 37-43.
[14] Zhang, Y., Vassilopoulos, A. P., & Keller, T. (2008). Stiffness degradation and fatigue life prediction of adhesively-bonded joints for fiber-reinforced polymer composites. Int J Fatigue, 30(10-11), 1813-1820.
[15] Kumazawa, H., & Kasahara, T. (2019). Analytical investigation of thermal and mechanical load effects on stress distribution in adhesive layer of double-lap metal-composite bonded joints. Adv Compos Mater, 28(4), 425-444.
[16] Liu, J., Guo, T., Hebdon, M. H., & Jia, J. (2020). Investigation of Fatigue Behavior of Steel and GFRP Double-Strap Joints under Varied Cyclic Loading at Given Temperatures. J Mater Civ Eng, 32(4), 04020035.
 [17] Sarfaraz, R., Vassilopoulos, A. P., & Keller, T. (2011). Experimental investigation of the fatigue behavior of adhesively-bonded pultruded GFRP joints under different load ratios. Int J Fatigue, 33(11), 1451-1460.
[18] Akbarzadeh, P., &Farhangdoost, K. (2016). Fatigue Life Prediction of Adhesive Joints Based on Initial Stiffness and Stiffness Degradation. JSFM, 6(3), 175-183.
[19] Zamani, P., Jaamialahmadi, A., Da Silva, L. F., &Farhangdoost, K. (2019). An investigation on fatigue life evaluation and crack initiation of Al-GFRP bonded lap joints under four-point bending. Compos Struct, 229, 111433.
[20] Jiang, Z., Wan, S., Fang, Z., & Song, A. (2020). Experimental investigation of fatigue behavior for adhesively-bonded GFRP/steel joints. Eng Struct, 213, 110580.
[21] Sekercioglu, T., &Kovan, V. (2008). Prediction of static shear force and fatigue life of adhesive joints by artificial neural network. METALLIC MATERIALS, 46(1), 51.
[22] Lyathakula, K. R., & Yuan, F.-G. (2021). Probabilistic fatigue life prediction for adhesively bonded joints via surrogate model. Paper presented at the Sensors and Smart Structures Technologies for Civil, Mechanical, and Aerospace Systems 2021
[23] Tserpes, K., Barroso-Caro, A., Carraro, P. A., Beber, V. C., Floros, I., Gamon, W., . . . Skejić, D. (2021). A review on failure theories and simulation models for adhesive joints. J Adhes, 1-61.
[24] ASTM, S. (2008). Standard test method for strength properties of double lap shear adhesive joints by tension loading. West Conshohocken, PA: ASTM International.