Akcije

Journal of Applied Engineering Science
kako citirati ovaj članak
podeli ovaj članak

Metrika

  • citati u SCIndeksu: 0
  • citati u CrossRef-u:[2]
  • citati u Google Scholaru:[]
  • posete u poslednjih 30 dana:2
  • preuzimanja u poslednjih 30 dana:1

Sadržaj

članak: 6 od 15  
Back povratak na rezultate
2017, vol. 15, br. 3, str. 332-338
Stability analysis of orthotropic rectangular plates compressed all over the contour
(naslov ne postoji na srpskom)
aOrel State University, Russia
bSouth-West State University, Russia

e-adresaasiorel@mail.ru
Ključne reči: Orthotropic plates; Combined boundary conditions; The form factor interpolation method; The FEM; Stability analysis; Loads; Compression
Sažetak
(ne postoji na srpskom)
The article describes the stability analysis of elastic orthotropic rectangular plates with combined boundary conditions (combination of simple supporting and clamping along the sides). The external load compresses a plate along all over the contour. Authors propose to apply the form factor interpolation method (FFIM) to calculate the critical load of buckling. The FFIM is based on the functional relationship between integral geometric parameter of the midplane such as the form factor and the critical force of the buckling. It was obtained the approximate analytical expressions for the critical force of orthotropic rectangular plates. The form factor and the flexural stiffness ratios are parameters of these approximate expressions. The calculation results are compared with the FEM solutions obtained in the program SCAD Office and demonstrate good accuracy. The proposed approach can be extended to other forms of plates, boundary condition combinations, as well as the types of loading.
Reference
Annenkov, L.V. (2015) Issledovanie ustojchivosti zashhemlennoj prjamougol'noj plastiny, szhatoj v odnom napravlenii. Vestnik Gosudarstvennogo universiteta morskogo i rechnogo flota imeni admirala S. O. Makarova, 7(3): 48-53
Belous, A.A., Belous, V.A. (1977) Ustojchivost' prjamougol'nyh plastin za predelom uprugosti s uchetom szhimaemosti materiala / Stability of rectangular plates beyond the elastic limit, taking into account the compressibility of the material. Uchenye zapiski CAGI, 6(8), 107-118
Dmitrienko, Yu.I. (2015) Teoriya ustoychivosti plastin, osnovannaya na asimptoticheskom analize uravneniy teorii ustoychivosti trekhmernykh uprugikh sred / Stability theory of plates, based on the asymptotic analysis of the equations of the theory of stability of three-dimen. Nauka i innovacii, 9(45), 1-26
Korobko, A.V., Chikulaev, A.V. (2006) Raschet ustojchivosti prjamougol’noj v plane pologoj obolochki metodom interpoljacii po kojefficientu formy [Stability analysis of rectangular in the plane shallow shell, applying the form factor interpolation method. Izvestiya Orlovskogo Gosudarstvennogo Tehnicheskogo Universiteta. Seriya: Stroitel’stvo i transport, 3(4), 36-39
Korobko, A.V. (1999) Geometricheskoe modelirovanie formy oblasti v dvumernyh zadachah teorii uprugosti [Geometric modeling of area shape in two-dimensional problems of the elasticity theory]. Moscow: ASV Publ
Korobko, A.V., Savin, Yu.S., Filatova, S.A. (2016) Determination of stiffness and fundamental frequency of oscillations of fixed circuit plates. Izvestiya Vysshikh Uchebnykh Zavedenii, Seriya Teknologiya Tekstil'noi Promyshlennosti, 3(363), 290-295
Korobko, V., Korobko, A., Chernyaev, A. (2016) Isoperimetric Properties of the Torsion Rigidity of Convex Sections. Procedia Engineering, 150: 1648-1656
Korobko, V.I., Korobko, A.V., Savin, S.Y., Chernyaev, A.A. (2016) Solving the transverse bending problem of thin elastic orthotropic plates with form factor interpolation method. Journal of Serbian Society for Computational Mechanics, vol. 10, br. 2, str. 9-17
Korobko, V.I., Korobko, A.V. (2010) Stroitel'naja mehanika plastinok: Tehnicheskaja teorija [Structural mechanics of plates: Technical theory]. Moscow: Izdatel'skij dom Spektr Publ
Korobko, V.I., Korobko, A.V., Chernyaev, A.A., Savin, S.Y. (2015) Determination of maximum deflection at cross bending parallelogram plates using conformal radius ratio interpolation technique. Journal of Serbian Society for Computational Mechanics, vol. 9, br. 1, str. 36-45
Lam, A.C.C., Zhang, Y., Qin, Y., Yam, M.C.H., Iu, V.P. (2016) Design for inelastic local web buckling of coped beams. Journal of Constructional Steel Research, 125: 173-189
Lopatin, A.V., Avakumov, R.V. (2009) Ustojchivost' ortotropnoj plastiny s dvumja svobodnymikrajami, nagruzhennoj izgibajushhim momentom v ploskosti [Stability of an orthotropic plate with two Svobodnaya loaded by bending moment in the plane. u: Reshetnevskie chtenija, Krasnoyarsk, 35-36
Ragheb, W.F. (2016) Estimating the local buckling capacity of structural steel I-section columns at elevated temperatures. Thin-Walled Structures, 107: 18-27
Siahaan, R., Keerthan, P., Mahendran, M. (2016) Finite element modeling of rivet fastened rectangular hollow flange channel beams subject to local buckling. Engineering Structures, 126: 311-327
Timoshenko, S.P. (1971) Ustojchivost' sterzhnej, plastin i obolochek [Stability of rods, plates and shells]. Moscow: Nauka Publ
Vol`mir, A.S. (1971) Ustojchivost' deformiruemyh sistem [Stability of deformable systems]. Moscow: Nauka Publ
 

O članku

jezik rada: engleski
vrsta rada: izvorni naučni članak
DOI: 10.5937/jaes15-14603
objavljen u SCIndeksu: 26.01.2018.
metod recenzije: dvostruko anoniman
Creative Commons License 4.0