Issue 52

Fracture and Structural Integrity, 52 (2020); ISSN 1971-9883

B. Paermentier, D. Debruyne, R. Talemi https://youtu.be/XInEvX3wPT4 Numerical modelling of dynamic ductile fracture propagation in different lab-scale experiments using GTN damage model ………………........................................................................... 105-112 A. Laureys, M. Pinson, L. Claeys, T. De Seranno, T. Depover, K. Verbeken https://youtu.be/kKaDSKOgCfU Initiation of hydrogen induced cracks at secondary phase particles …………………..……… 113-127 R. Hadj Boulenouar, B. Boutabout, N. Djebbar https://youtu.be/Ke1DutfJuvg Three-dimensional numerical analysis of a joint bonded reinforced with silica nanoparticles (SiO 2 ) 128-136 S. Budhe, M.D. Banea, S. de Barros https://youtu.be/VmkkDMaNLtU Prediction of the burst pressure for defective pipelines using different semi-empirical models …….. 137-147 A. Ayadi, K. Meftah, S. Sedira https://youtu.be/bn-cFIy7cqQ Elastoplastic analysis of plane structures using improved membrane finite element with rotational DOFs …………………………………………………………………….……... 148-162 J. Kasivitamnuay, P. Singhatanadgid https://youtu.be/flqlcpJ7SGc Object-Oriented Software for Fitness-For-Service Assessment of Cracked Cylinder Based on API RP 579 ……………………………………………………………………... 163-180 A. Drai, B. Aour, N. Belayachi, A. Talha, N. Benseddiq https://youtu.be/30UA-qBjqwY Finite element modeling of the behavior of polymethyl-methacrylate (PMMA) during high pressure torsion process ………………………………………........................................ 181-196 H. EL-Emam, A. El-Sisi, R. Reda, M. Seleem, M. Bneni https://youtu.be/_366H6woTG0 Effect of concrete cover thickness and main reinforcement ratio on flexural behavior of RC beams strengthened by NSM-GFRP bars …………………………………………………... 197-210 H. Latifi, N. Amini https://youtu.be/BklnLkI0sRo Effect of aggregate type on moisture susceptibility of modified cold recycled mix asphalt: evaluation by mechanical tests and Surface Free Energy method ………………………....………….. 211-229 N. Hebbar, I. Hebbar, D. Ouinas, M. Bourada https://youtu.be/URLpfEDgE4M Numerical modeling of bending, buckling, and vibration of functionally graded beams by using a higher-order shear deformation theory …….............................................................................. 230-246

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