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Title of the article

MINIMIZATION OF FRACTURE PARAMETERS IN COMPOSITE BODY

Authors

Mirsalimov V.M., Doctor of Physico-Mathematical Science, Chief Researcher, Institute of Mathematics and Mechanics of the National Academy of Sciences of Azerbaijan, Baku, Republic of Azerbaijan, This email address is being protected from spambots. You need JavaScript enabled to view it.

Mammedova K.S., Postgraduate Student, Institute of Mathematics and Mechanics of the National Academy of Sciences of Azerbaijan, Baku, Republic of Azerbaijan

In the section MECHANICS OF DEFORMED SOLIDS
Year 2012 Issue 2 Pages 65-68
Type of article RAR Index UDK 539.375 Index BBK  
Abstract

The problem of fracture mechanics to determine the optimal form inclusion what provides a minimum of stress intensity factors near the crack tip is solved. The obtained cross-sectional shape of foreign elastic inclusion enhances the bearing capacity of the composite body.

Keywords

elastic composite body, binder, inclusions, cracks, stress intensity factors, minimize destruction parameters

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Bibliography
  • Reshetov D.N. Sostojanie i tendencii razvitija detalej mashin [Status and trends of machine parts]. Vestn. mashinostroenija [Journal of mechanical engineering], 2000, no. 10, pp. 11-15.
  • Fudzuki T., Dzako M. Mehanika razrushenija kompozicionnyh materialov [Fracture mechanics of composite materials]. Moscow, Mir, 1982. 232 p.
  • Andreev L.V. V mire obolochek [In the world of shells]. Moscow, Znanie, 1986. 176 p.
  • Mirsalimov V.M., Allahyarov E.A. The breaking crack build-up in perforated planes by uniform ring switching. Int. J. Fracture., 1996, vol. 79, no. 1, pр. 17-21.
  • Gadzhiev G.H., Mirsalimov V.M. Obratnaja zadacha mehaniki razrushenija dlja sostavnogo cilindra kontaktnoj pary [Inverse problem of fracture mechanics for composite cylinder of contact pair]. Problemy mehaniki: sb. st. k 90-letiju so dnja rozhdenija A.Ju. Ishlinskogo [Coll. of sci. papers “Problems of mechanics”]. Moscow, Fizmatlit, 2003, pp. 196-207.
  • Gadzhiev G.H., Mirsalimov V.M. Optimal'noe proektirovanie kontaktnoj pary sostavnoj cilindr-plunzher [Optimal design of contact pair of composite cylinder-plunger]. Trenie i iznos [Friction and wear], 2004, vol. 25, pp. 466-473.
  • Gadzhiev G.H., Mirsalimov V.M. Minimizacija parametrov razrushenija sostavnogo cilindra kontaktnoj pary [Minimizing of destruction parameters of composite cylinder contact pair]. Problemy mehaniki deformiruemyh tverdyh tel i gornyh porod: sb. st. k 75-letiju so dnja rozhdenija E.I. Shemjakina [Coll. of sci. papers “Problems of mechanics of deformable solids and rocks”]. Moscow, Fizmatlit, 2006, pp. 115-134.
  • Mirsalimov, V.M. Inverse theory of elasticity problem of mounting a disk on a rotating shaft. J. of Machinery Manufacture and Reliability, 2007, vol. 36, no. 1, pp. 35-38.
  • Mirsalimov, V.M. Inverse theory of elasticity problem of mounting a disk on a rotating shaft. J. of Machinery Manufacture and Reliability. 2008, vol. 37, no. 1, pp. 53-59.
  • Mirsalimov V.M. Obratnaja zadacha mehaniki razrushenija dlja sostavnogo cilindra [Inverse problem of fracture mechanics for composite cylinder]. Izv. RAN. Mehanika tverdogo tela [News of RAS. Mechanics of deformed solids], 2009, no. 1, pp. 165-173.
  • Mirsalimov V.M. Minimizacija naprjazhennogo sostojanija sostavnogo cilindra [Minimizing of stress state of composite cylinder]. Problemy mashinostroenija i nadezhnosti mashin [Problems of mechanical engineering and reliability of machines], 2006, no. 6, pp. 97-101.
  • Mushelishvili N.I. Nekotorye osnovnye zadachi matematicheskoj teorii uprugosti [Some basic problems of the mathematical theory of elasticity]. Moscow, Nauka, 1966. 707 p.
  • Panasjuk V.V., Savruk M.P., Dacyshin A.P. Raspredelenie naprjazhenij okolo treshhin v plastinah i obolochkah [Stress distribution near the cracks in plates and shells]. Kiev, Nauk. dumka, 1976. 443 p.
  • Mirsalimov V.M. Neodnomernye uprugoplasticheskie zadachi [Multidimensional elastic-plastic problems]. Moscow, Nauka, 1987. 256 p.