Smart Search 


3_2014_sen_9

Title of the article Viscoelastic pure bending layered and composite prismatic beams
Authors

Kravchuk A.S., Doctor of Physical and Mathematical Sciences, Professor, Bio- and Nanomechanics Department, Belarusian State University, Minsk, Republic of Belarus, 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.

Tomilo E.V., Graduate Student, Engineer, Research Laboratory of Plasticity, Engineering Faculty, Belarusian National Technical University, Minsk, Republic of Belarus
In the section MECHANICS OF DEFORMED SOLIDS
Year 2014 Issue 3 Pages 48-52
Type of article RAR Index UDK 539.3 Index BBK  
Abstract The article carried a generalization of the technical theory of pure bending uniform prismatic beam of constant thickness and height in case of viscoelastic laminated composite beam. Used hereditary theory of viscoelastic creep uniformly aging bodies. Calculated averaged by Voigt and Reuss values of deformation parameters of the composite beam in pure bending.The effective instantaneous elastic modulus and instantaneous radius of curvature of the neutral layer of a flexible beam. Discovered that the Hill’s effective values of instantaneous elastic modulus for bending of a beam and for uniaxial tension / compression viscoelastic composite rods are the same.
Keywords viscoelastic material, laminated beams, composite beams
  You can access full text version of the article
Bibliography
  • Gorshkov A.G., Starovoitov E.I., Iarovaia A.V. Mekhanika sloistykh viazkouprugoplasticheskikh elementov konstruktsii [Mechanics of viscoelastoplastic layered structural elements]. Moscow, FIZMATLIT, 2005. 576 p.
  • Kravchuk A.S., Chigarev A.V. Mekhanika kontaktnogo vzaimodeistviia tel s krugovymi granitsami [Mechanics of contact interections of bodies with circular boundary]. Minsk, Tekhnoprint, 2000. 196 p.
  • Arutiunian N.Kh., Manzhirov A.V.Kontaktnye zadachi teorii polzuchesti [Contact problems of creep theory]. Erevan, In-t mekhaniki NAN Armenii, 1999. 320 p.
  • Filin A.P. Prikladnaia mekhanika tverdogo deformiruemogo tela [Applied Mechanics of Solid Bodies]. Soprotivlenie materialov s elementami teorii sploshnykh sred i stroitel'noi mekhaniki [Strength of materials with elements of the theory of continuum mechanics and structural mechanics], vol. 2, Moscow, Nauka, 1978. 616 p.
  • Rzhanitsyn A.R. Teoriia polzuchesti [Creep theory]. Moscow, Stroiizdat, 1968. 418 p.
  • Kravchuk A.S., Kravchuk A.I. Modelirovanie polzuchesti po nasledstvennoi teorii v prosteishei modeli deformiruemogo pokrytiia postoiannoi tolshchiny. Available at: http://apriori-journal.ru/seria2/2-2014/Kravchuk-Kravchuk.pdf.