Issue 33

R.C.O. Góes et alii, Frattura ed Integrità Strutturale, 33 (2015) 89-96; DOI: 10.3221/IGF-ESIS.33.12 96 R EFERENCES [1] Pilkey, W., Pilkey, D., Peterson, R., Peterson’s stress concentration factors , Wiley (2008). [2] Savin, G.N., Stress Distribution around Holes, NASA Technical Translation (1968). [3] Creager, M., Paris, P.C., Elastic field equations for blunt cracks with reference to stress corrosion cracking, Int J Fract, 3 (1967) 247-252. [4] Tada, H., Paris, P.C., Irwin, G.R., The Stress Analysis of Cracks Handbook, 3 rd ed. ASM (2000). [5] Sadowsky, M.A., Sternberg, E., Stress Concentration around a triaxial ellipsoidal cavity, J Applied Mechanics, 16 (1949) 149-157. [6] Youngdahl, C.K., Sternberg, E., Three-dimensional stress concentration around a cylindrical hole in a semi-infinite elastic body, J App Mech, 33 (1966) 855-865. [7] Li, Z., Guo, W., Kuang, W., Three-dimensional elastic stress fields near notches in finite thickness plates, Int J Solids and Structures, 37 (2000) 7617-7631. [8] Guo, W., Li, Z., Three-dimensional elastic stress fields ahead of blunt V-notches in finite thickness plates, Int J Fracture, 107 (2001) 53-71. [9] Guo, W., She, C., Three-dimensional stress concentrations at elliptic holes in elastic isotropic plates subjected to tensile stressm Int J Fatigue, 29 (2007) 330-335. [10]Yu, P., Guo, W., She, C., Zhao, J., The influence of Poissons ratio on thickness-dependent stress concentration at elliptic holes in elastic plates, Int J Fatigue, 30 (2008) 165-171. [11]Yang, Z., Kim, C.B., Cho, C., Beom, H.G., The concentration of stress and strain in finite thickness elastic plate containing a circular hole, Int J Solids and Structures, 45 (2008) 713-731. [12]Bazant, Z.P., Estenssoro, L.F., Surface singularity and crack propagation, Int J Solids Struct, 15 (1979) 405-426. [13]Nakamura, T., Parks, D.M., Three-dimensional stress field near the crack front of a thin elastic plate, J App Mech, 55 (1988) 805-813. [14]Nakamura, T., Parks, D.M., Three-dimensional crack front fields in thin ductile plate, J Mech Phys Sol, 38 (1990) 787- 812. [15]Souza, R.A., Castro, J.T.P., Lopes, A.A.O., Martha, L.F., On improved crack tip plastic zone estimates based on T- stress and on complete stress fields, Fatigue Fract Eng Mater Struct, 36 (2013) 25-38. [16]Góes, R.C.O., Castro, J.T.P., Martha, L.F., 3D effects around notch and crack tips, Int J Fatigue, 62 (2014) 159-170. [17]Meggiolaro, M.A., Miranda, A.C.O., Castro, J.T.P., Short crack threshold estimates to predict notch sensitivity factors in fatigue, Int J Fatigue, 29 (2007) 2022–2031. [18]Castro, J.T.P., Meggiolaro, M.A., Miranda, A.C.O., Wu, H., Imad, A., Nouredine, B., Prediction of fatigue crack initiation lives at elongated notch roots using short crack concepts, Int J Fatigue, 42 (2012) 172-182. [19]Castro, J.T.P., Landim, R.V., Leite, J.C.C., Meggiolaro, M.A., Prediction of Notch Sensitivity Effects in Fatigue and EAC, Fatigue Fract Eng Mater Struct, (2014). doi: 10.1111/ ffe.12156. [20]She, C., Guo, W., The out-of-plane constraint of mixed-mode cracks in thin elastic plates, Int J Solid Struct, 44 (2007) 3021-3034. [21]Carter, B.J., Wawrzynek, P.A., Ingraffea, A.R., Automated 3-d crack growth simulation, Int J Num Methods Eng, 47 (2000) 229-253. [22]Castro, J.T.P., Meggiolaro, M.A., Miranda, A.C.O., Singular and non-singular approaches for predicting fatigue crack growth behavior, Int J Fatigue, 27 (2005) 1366-1388.