Page 376 - Biaxial Multiaxial Fatigue and Fracture
P. 376

360                  C. CALt R.  CITARELLA AND M. PERRELU

             and  efficiency of  the  methodology adopted, because, apart from the  accuracy typical of  the
             Boundary  Element  Method  applied  to  fracture  mechanics,  the  three  dimensional  crack
             propagation proceed in a fully automatic way.
             REFERENCES


             1.   Riddell, W.T.,  Ingraffea, A.R.,  Wawrzynek, P.A.  (1997), Experimental observations and
                 numerical  predictions  of  three-dimensional  fatigue  crack  propagation,  Engineering
                 Fracture Mechanics, 58,293-3 10.
             2.   Schijve, J. (1998), Fatigue Specimens for Sheet and Plate Material, Fatigue & Fracture of
                 Engineering Materials & Structures, 21, 347-358.
             3.   Hsien Yang Yeh, Chang H. Kim (1995), Fracture Mechanics of the Angled Elliptic Crack
                  under Uniaxial Tension, Engineering Fracture Mechanics, 50, 103-1 10.
             4.   Fawaz,  S. A.  (1997), Fatigue Crack Growth in  Riveted Joints,  MSc Thesis,  Air Force
                  Institute of Technology, Ohio.
             5.   Apicella,  A.,  Citarella, R.,  Esposito, R. (1994), Sulla previsione della propagazione per
                 fatica di cricche multiple tramite elementi di contorno discontinui, Proceedings of the 261d
                  AIAS national conference, Italy.
             6.   Apicella, A., Amentani, E., Cali, C., Citarella, R., Soprano, A. (1999), Crack propagation
                  in  Multi  Site Damage conditions for a riveted joint,  Proc.  of  International Conference
                  AMME 99, Poland.
             z  Apicella,  A.,  Citarella,  R.,  Esposito,  R.,  Cariello,  G.  (1997),  Crack  problems  by
                  FEMBEM coupled procedures, The Int. Journal of Boundary Element Methods, 8,22Z229.
             8.   Apicella, A.,  Citarella, R.,  Esposito, R.,  Soprano, A.  (1998), Some SIF’s evaluations by
                  Dual BEM for 3D cracked plates, Proceedings of  the International Conference AMME,
                  Poland.
             9.   Apicella, A,, Citarella, R.,  Soprano, A.  (1999), 3D stress intensity factor evaluation by
                  Dual BEM, Conference proceedings “Fracture and Damage Mechanics”, UK.
             10.  Beasy User Guide, Computational Mechanics Beasy, Southampton, England, 1994.
             11.   Mi,Y.,  Aliabadi, M.H. (1992), Dual  Boundary Element Method for Three Dimensional
                  Fracture Mechanics Analysis, Engineering Analysis with Boundary Elements, 10,161-171.
             12.  Mi,Y.,  Aliabadi, M.H.  (1994), Three-dimensional crack growth simulation using BEM,
                  Computers & Structures, Computers & Structures, 52. 87 1-878.
             13.  Mi,Y.,  (1996), Three-dimensional analysis of  crack growth, Topics in Engineering,  28,
                  Computational Mechanics Publ., Southampton, U.K.
             14.  Irwin, G.R., (1957), Analysis of stresses and strains near the end of a crack traversing a
                  plate, Trans. ASME J. Appl. Mech., 24, 361-364.
             15.  Aliabadi,  M.H.,  Rooke,  D.P.  (1991),  Solid  Mechanics  and  its  applications,  8,
                  Computational Mechanics Publ ., Southampton, U.K..
             16.  Dhondt,  G.,  Chergui.  A.,  Buchholz,  F.-G.  (2001),  Computational  fracture  analysis  of
                  different  specimens  regarding  3D  and  mode  coupling  effects,  Engineering  Fracture
                  Mechanics, 68,383-401.
              17.  He,  M.Y.,  Hutchinson,  J.W.  (2000),  Surface  crack  subject  to  mixed  mode  loading,
                  Engineering Fracture Mechanics, 65, 1 - 14.
             IS.  Sih, G.C., Cha, B.C.K. (1974). Journal of Engineering Fracture Mechanics, 6,699-732.
              19.  Forman, R.G., Shivakumar, V.,  Newman, J.C., (1993), Fatigue Crack Growth Computer
                  Program  “NASMLAGRO’  Version  2.0,  National  Aeronautics  and  Space
                  Administration Lyndon B. Johson Space Center, Houston, Texas.
             20.  Paris, P.C., (1962). PhD. Thesis, Lehigh University, Bethlehem.
   371   372   373   374   375   376   377   378   379   380   381