Journal of
Mechanical Engineering Research

  • Abbreviation: J. Mech. Eng. Res.
  • Language: English
  • ISSN: 2141-2383
  • DOI: 10.5897/JMER
  • Start Year: 2009
  • Published Articles: 112

Frictional effect on stress and displacement fields in contact region

Saeed Adibnazari
  • Saeed Adibnazari
  • Department of Mechanical and Aerospace Engineering, Science and Research Branch, Islamic Azad University, Tehran, Iran.
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Ali Anvari
  • Ali Anvari
  • Department of Mechanical and Aerospace Engineering, Science and Research Branch, Islamic Azad University, Tehran, Iran.
  • Google Scholar


  •  Received: 06 August 2017
  •  Accepted: 07 September 2017
  •  Published: 30 September 2017

References

Anvari A (2014). Fatigue life prediction of unidirectional carbon fiber/epoxy composite in Earth orbit. Int. J. Appl. Math. Mech.10(5):58-85.

 

Anvari A (2016a). Fatigue life of unidirectional carbon fiber/epoxy in Earth orbit and Mars. 33rd annual RCAF conference, University of Missouri-Columbia, U.S.A.

 

Anvari A (2016b). Friction coefficient variation with sliding velocity in copper with copper contact. Period. Polytechnica, Mech. Eng. 60(3):137.

 

Anvari A (2017). Crack growth as a function of temperature variation in carbon fiber/epoxy. J. Chem. Eng. Mat. Sci. 8(3):17-30.
Crossref

 

Anvari A (2017a). Effect of nano carbon percentage on properties of composite materials. J. Chem. Eng. Mat. Sci. 8(4):31-36.

 

Anvari A (2017b). Failure of Nickel-base super alloy (ME3) in aerospace gas turbine engines. J. Chem. Eng. Mat. Sci. Under Press.

 

Anvari, A (2017c). "Fatigue life prediction of unidirectional carbon/fiber epoxy composite on Mars. J. Chem. Eng. Mat. Sci. Under Press.

 

Areias P, Pinto da Costa A (2014). An alternative formulation for quasi-static frictional and cohesive contact problems. Comp. Mech. 53:807-824.
Crossref

 

Areias P, Rabczuk T, Queiros de Melo FJM, Cesar de Sa J (2015). Coulomb frictional contact by explicit projection in the cone for finite displacement quasi-static problems. Computat. Mech. 55(1):57-72.
Crossref

 

Carter FW (1926). On the action of a locomotive driving wheel. Proceedings of the Royal Society of London, London, pp. 151-157.
Crossref

 

Galin LA (1953). Contact problem of the theory of elasticity. (I.R.) Gostekhizdat, Moscow pp. 4-272.

 

Giannakopoulos AE, Pallot P (2000). Two - dimensional contact analysis of elastic graded materials. J. Mech. Phys. solids 48(8):1597-1631.
Crossref

 

Goryacheva IG (1998). Contact Mechanic in Tribology. Kluwer Academic Publishers - Dordrecht / Boston / London, Netherlands.
Crossref

 

Guler MA, Adibnazari S, Alinia Y (2011). Tractive rolling contact mechanics of graded coatings. Int. J. solids Struct. 49(6):929-945.
Crossref

 

Haines DJ, Ollerton E (1963). Contact stress distribution on elliptical contact surfaces subjected to radial and tangential forces. Proc. of Inst. Mech. Eng. London pp. 45-54.

 

Hertz HR (1882). Miscellaneous Papers. London: Macmillan & Co, 1896. Cap. 5 – On the contact of two elastic solids. Eight's Edition.

 

Hills DA, Nowell D, Sackfield A (1993). Mechanics of Elastic Contacts. Butterworth– Heinemann, Oxford.

 

Johnson KL (1958). The effect of a tangential contact force upon the rolling motion of an elastic sphere on a plane. J. Appl. Mech. 25:339-346.

 

Kalandiya AI (1975). Mathematical methods of two-dimensional elasticity. Mir, Moscow pp. 5-290.

 

Kalker JJ (1967). On the rolling contact of two elastic bodies in the presence of dry friction. Ph.D. thesis, Department of mechanical engineering, Delft University of Technology.

 

Ke LL, Wang YS (2010). Fretting contact of two dissimilar elastic bodies with functionally graded coatings. Mech. Adv. Mater. Struct. 17:433-447.
Crossref

 

Li Z, Kalker JJ (1998). The computation of wheel-rail conformal contact. computational mechanics, new trends and applications, S. Idelsohm, E Onate and E Dvorkin (Eds), CIMME, Barcelona, Spain.

 

Muskhelishvili NI (1949). Some basic problems of the mathematical theory of elasticity. (I.R.) Nauka, Moscow. Third Edition.

 

M'ewen E (1949). Stresses in elastic cylinders in contact along a generatrix. Philosophical Magazine, Cambridge 40:454-459.
Crossref

 

Ruderman M, Bertram T (2011). Modified Maxwell-slip Model of Presliding Friction. Institute of Control Theory and Systems Engineering (RST), Technische Universitat (TU) Dortmund, 44221-Dortmund, Germany.
Crossref

 

Sackfield A, Hills DA (1983). Some useful results in the classical Hertz contact problem. J. strain Anal. London 18(2):101-105.

 

Santos FdC, Santos AAd, Bruni JrF, and Santos LT (2004). Evaluation of Subsurface Contact Stresses in Railroad Wheels Using an Elastic Half-Space Model. Department of mechanical design, Campinas, SP. Brazil 13083-13970.

 

Steen R (2010). Enhanced friction modeling for steady - state rolling tires. Ph.D. thesis, Eindhoven University of Technology, Eindhoven, the Netherlands.

 

Timon R, Huilong R (2017). A peridynamics formulation for quasi-static fracture and contact in rock. Eng. Geol. 225C:42-48.

 

Vermeulen PJ, Johnson KL (1964). Contact of non-spherical bodies transmitting tangential forces. J. Appl. Mech. 31:338-340.
Crossref