The influence of temperature differences for the analysis of thin orthotropic cylindrical shell

• Autorzy: Treschev A. A. , Spasskaya M. V. , Shereshevsky M. B. , Bobrishev A. A. , Shafigullin L. N.

Identyfikatory

DOI

10.22630/PNIKS.2017.26.4.50

• Języki publikacji: EN

Abstrakty

EN

A problem of elasticity of cylindrical shell made of orthotropic different resistant material is considered in this article. The problem is uncoupled, i.e. it consists of two separate problems: of structural mechanics and of thermodynamics. The article contains research of a shell within the framework of shallow shells theory. The solution is based on the technical hypotheses of Kirchhoff-Love. The relations of Treschev A.A. are used in the capacity of physical dependencies. The main relations are used in the form of the elastic solutions method of Ilushin A.A. The process of heat transfer is described by classic equation of heat conductivity. The article introduces a system of solving equations in combined form supplemented by initial conditions and boundary conditions.

• Wydawca: Wydawnictwo Szkoły Głównej Gospodarstwa Wiejskiego w Warszawie
• Czasopismo: Przegląd Naukowy Inżynieria i Kształtowanie Środowiska
• Rocznik: 2017
• Tom: Vol. 26, No. 4
• Strony: 528--537
• Opis fizyczny: Bibliogr. 16 poz., rys., wykr.

Twórcy

autor

Treschev A. A.

• Tula State University (TSU) Department of Engineering, Constructional Materials and Structures, pr. Lenina 92, Tula, 300012 Russia

autor

Spasskaya M. V.

• Tula State University (TSU) Department of Engineering, Constructional Materials and Structures, pr. Lenina 92, Tula, 300012 Russia

autor

Shereshevsky M. B.

• Tula State University (TSU), pr. Lenina 92, Tula, 300012 Russia

autor

Bobrishev A. A.

• Kazan (Volga region) Federal University Department of Materials, Technologies and Quality Automobile Department of the Naberezhnye Chelny Institute Soyumbike Avenue, 84 sq. M. 68 423800, Naberezhnye Chelny Republic of Tatarstan

autor

Shafigullin L. N.

• Kazan (Volga region) Federal University Department of Materials, Technologies and Quality Automobile Department of the Naberezhnye Chelny Institute (branch) Kol Gali boulevard, 9 sq. M. 132, Naberezhnye Chelny Republic of Tatarstan

Bibliografia

• Ambartsumian S.A. (1974). General theory of anisotropic shells. Moscow, Russia: Izdatelstvo Nauka.
• Delyagin, M.U. (2013). Research of a stress-strain state of a spherical shell made of different resistant material under thermal-mechanical action using FEM. Scientific-technical Herald of Povolzhye, 4, 40-45.
• Ilushin, A.A. (1963). Plasticity. Moscow, Russia: Publisher of the AS USSR.
• Kargin, V.A. (1972). Encyclopedia of polymers. Moscow, Russia: Soviet encyclopedia.
• Pikyl, V.V. (2009). Mechanic of shells. Vladivostok, Russia: Dalnauka.
• Reddy, J.N., Bert, C.W., Hsu, Y.S., Reddy, V.C. (1980). Termal bending of thick rectangular plates of bimodulus composite materials. Journal of Mechanical Science, 22(6), 297-304.
• Reddy, J.N., Bert, C.W. (1982). On the Behovior of Plates Laminated of Bimodulis Composite Materials. ZAMM, 62(6), 213-219.
• Roze, A.V., Zhigulin, I.G., Dushin, M.N. (1970). Three-reinforced woven materials. Mechanics of Polymers, 3, 471-476.
• Samsonenko, G.I., Treschev, A.A. (2011). Thermo-elastic bending of thin circular plates made of orthotropic fiberglasses. News of TSU. Technical Sciences, 5(1-3), 116-121.
• Spasskaya, M.V. (2013). Solution path to the problem of thermoelastic circular cylindrical shell made of anisotropic different resistant materials. Magistrate Herald, 7, 63-65.
• Timoshenko, S.P., Woinowsky-Krieger, S. (1966). Theory of plates and shells. Moscow, Russia: Izdatelstvo Nauka.
• Treschev, A.A. (2016). Theory of deformation and strength of sensitive to type of stress materials. Defining correlations. Moscow; Tula, Russia: RAACS; TSU.
• Treschev, A.A., Delyagin, M.U. (2013). Simulation of a shell made of isotropic different resistant graphite using volumetric finite elements with consideration of coupling of stresses and temperatures. Materials Physics and Mechanics, 17(1), 59-70.
• Treschev, A.A., Spasskaya, M.V. (2014). The problem of thermo-elasticity for the cylindrical shell made of anisotropic different resistant material. News of TSU. Technical Sciences, 11(1-2), 567-575.
• Treschev, A.A., Spasskaya, M.V. (2015). Thermo -elastic deformation of cylindrical shell made of anisotropic different resistant material. Herald of CGPU im. I.I. Iakovleva. Series: Mechanics of Limit State 1(23), 65-74.
• Varvak, P.M., Varvak, L.P. (1977). Method of meshes in analysis of engineering structures. Moscow, Russia: Stroiizdat.

Uwagi

Opracowanie rekordu ze środków MNiSW, umowa Nr 461252 w ramach programu "Społeczna odpowiedzialność nauki" - moduł: Popularyzacja nauki i promocja sportu (2021).