Smart Search 



Title of the article NUCLEATION OF THE CRACK IN A COMPOSITE, REINFORCED UNIDIRECTIONAL ORTHOTROPOUS FIBRES AT LONGITUDIAL SHEAR
Authors

Hasanov F.F., Candidate of Technical Science, Associate Professor, Azerbaijan Technical University, Baku, Republic of Azerba, This email address is being protected from spambots. You need JavaScript enabled to view it.">This email address is being protected from spambots. You need JavaScript enabled to view it.

In the section MECHANICS OF DEFORMED SOLIDS
Year 2014 Issue 2 Pages 45-50
Type of article RAR Index UDK 539.375 Index BBK  
Abstract The problem of mechanics of fracture about interaction orthotropous elastic inclusions which surface is uniform is considered is covered by a homogeneous cylindrical film, and rectilinear of a bridged prefracture zones collinear to axes abscissa and ordinates in isotropic planes. The model of nucleation of cracks in composites with the periodic structure, based on consideration of a zone of process fracturing is offered. It is accepted, that the zone of process fracturing represents a layer of the finite length containing a material with in part broken bonds between separate structural elements. Presence of bonds between faces of a zone of prefracture (a zone of the weakened interpartial bonds of a material) is modelled by applying cohesive forces caused by bonds to a surface of prefracture zones. The analysis of the limit equilibrium in a composite, at which there is an occurrence of a crack, is carried out on the basis of criterion of critical shear of bonds of a material.
Keywords mechanism, system, hydrocylinder, wheel, steering angles, vectorial method, vector rotation, pressure demand
  You can access full text version of the article
Bibliography
  • Bolotin V.V. Mehanika zarozhdenija i nachal'nogo razvitija ustalostnyh treshhin [Mechanics of nucleation and initial development of fatigue cracks]. FHMM, 1986, vol. 22, no. 1, pp 18-23. 
  • Mirsalimov V.M. K resheniju zadachi mehaniki kontaktnogo razrushenija o zarozhdenii i razvitii treshhiny so svjazjami mezhdu beregami vo vtulke frikcionnoj pary [Solution of the problem of contact failure mechanics about the origin and development of a crack with links between sides in a sleeve of a friction pair]. PMM [AMM], 2007, vol. 71, no. 1, pp. 132-151. 
  • Zolgharnein E., Mirsalimov V.M. Nucleation of a crack under inner compression of cylindrical bodies. Acta Polytechnica Hungarica, 2012, vol. 9, no. 2, pp. 169-183. 
  • Vaghari A.R., Mirsalimov V.M. Nucleation of a crack in a perforated heat - releasing material with temperature dependent elastic properties. J. of Applied Mechanics and Technical Physics, 2012, vol. 53, no. 4, pp. 589-598. 
  • Hasanov F.F. Treshhinoobrazovanie v perforirovannom tele pri prodol'nom sdvige [Fracturing in the punched solid at longitudinal shear]. Mehanika mashin, mehanizmov i materialov [Mechanics of machines, mechanisms and materials], 2013, no. 2, pp. 46-51. 
  • Iskenderov R.A. Zarozhdenie treshhiny pri poperechnom izgibe izotropnoj plastiny, oslablennoj periodicheskoj sistemoj krugovyh otverstij [Nucleation of a crack in transverse of isotropic plate weakened by a periodic system of circular holes]. Stroitel'naja mehanika inzhenernyh konstrukcij i sooruzhenij [Structural Mechanics of engineering structures and buildings], 2013, no. 3, pp. 18-28. 
  • Cherepanov G.P. Methods of Fracture Mechanics. Solid Matter Physics Series: Solid Mechanics and Its Applications, 1997, vol. 51, XIII. 322 p. 
  • Mohammed I., Liechti K.M. Cohesive zone modeling of crack nucleation at bimaterial corners. Journal of the Mechanics and Physics of Solids, 2000, vol. 48, issue 4, pp. 735-764. 
  • Yang B. Examination of free-edge crack nucleation around an open hole in composite laminates. International Journal of Fracture, 2002, vol. 115, issue 2, pp. 173-191. 
  • Yang Q., Cox B. Cohesive models for damage evolution in laminated composites. International Journal of Fracture, 2005, vol. 133, issue 2, pp. 107-137. 
  • Lipperman F., Ryvkin M., Fuchs M.B. Nucleation of cracks in two-dimensional periodic cellular materials. Computational Mechanics, 2007, vol. 39, issue 2, pp. 127-139. 
  • Gutkin M.Yu., Ovid'ko I.A., Skiba N.V. Effect of inclusions on heterogeneous crack nucleation in nanocomposites. Physics of the Solid State, 2007, vol. 49, issue 2, pp. 261-266. 
  • Gol'dshtejn R.V., Perel'muter M.N. Modelirovanie treshhinostojkosti kompozicionnyh materialov [Simulation of fracture toughness of composite materials]. Vychisl. meh. splosh. sred. [Computational continuum mechanics], 2009, vol. 2, no. 2, pp. 22-39. 
  • Novikov E.V. [et al.]. Klastero- i treshhinoobrazovanie v kompozitah [Clustering and cracking in composites]. Mezhdunarodnyj tehniko-jekonomicheskij zhurnal [International Techno-Economic Journal], 2012, no. 5, pp. 96-99. 
  • Chen Z., Butcher C. Estimation of the Stress State Within Particles and Inclusions and a Nucleation Model for Particle Cracking. Micromechanics Modelling of Ductile Fracture: Solid Mechanics and Its Applications, 2013, vol. 195, pp. 223-243. 
  • MirsalimovV.M. Razrushenie uprugih i uprugoplasticheskih tel s treshhinami [Destruction of the elastic and elastic-plastic bodies with cracks]. Baku, 1984. 124 p. 
  • Van Fo Fy G.A. Teorija armirovannyh materialov s pokrytijami [Theory of reinforced materials with coatings]. Kiev, Nauk. Dumka Publ., 1971. 236 p. 
  • Lehnickij S.G. Kruchenie anizotropnyh sterzhnej [Twisting of anisotropic bars]. Moscow, Nauka Publ., 1971. 240 p. 
  • Kalandija A.I. Matematicheskie metody dvumernoj uprugosti [Mathematical methods for two-dimensional elasticity]. Moscow, Nauka, 1973. 304 p. 
  • Mirsalimov V.M. Neodnomernye uprugoplasticheskie zadachi [Multidimensional elastoplastic problems]. Moscow, Nauka Publ., 1987. 256 p. 
  • Il'jushin A.A. Plastichnost' [Plasticity]. Moscow, Logos Publ., 2004. 376 p. 
  • Panasjuk V.V. Mehanika kvazihrupkogo razrushenija materialov [Quasibrittle fracture mechanics of materials]. Kiev, Nauk. Dumka Publ., 1991. 416 p.