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VIBRATIONS OF A CURVED VISCOELASTIC PIPE WITH INTERNAL PRESSURE

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Ilg’or texnologiyalar va tabiiy fanlar xalqaro jurnali

Ilg’or texnologiyalar va tabiiy fanlar xalqaro jurnali

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ARTICLE ANNOTATION

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The article analyzes a resolving system of equations of free oscillations of thin-walled multilayer curved composite viscoelastic pipes with internal pressure. For two types of boundary conditions, depending on internal pressure, geometric and structural factors, their proper oscillation is investigated. Taking into account the initial irregularities of the cross section and the rheological properties of the material, the dynamic state of a composite viscoelastic pipe under pressure is considered. The results of numerical analysis of the spectra of lower complex natural frequencies depending on internal pressure, geometric, structural factors, rheological properties and boundary conditions are presented. Ten primary private forms are constructed. The results of the solution are compared with known solutions and experimental results

AUTHORS

R.Ravshanova

Navoiy davlat konchilik va texnologiyalar universiteti

M.Ishmamatov

Navoiy davlat konchilik va texnologiyalar universiteti

Z.Tursinboyeva

Navoiy davlat konchilik va texnologiyalar universiteti

Tags

# колебания# гибкость# flexibility# граничные условия# fluctuations# egiluvchanlik# initial irregularities of the se# viscoelastic pipe# вязкоупругая труба# tebranishlar# kesimning dastlabki tartibsizlik# chegara shartlari# qayishqoqelastik quvur# начальные неправильности сечения# boundary conditions

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Article Identifiers

ROI:

https://eroi.uz/11.0178/A0424-0084

DOI:

Not Available

References

Voloshin A.A. Raschet na prochnost truboprovodov sudovix energeticheskix ustanovok. -L.: Sudostroenie, 1967. -298 p

Timoshenko S.P., Yang D.X., Uiver U. Kolebaniya v injenernom dele. -Moskva: Mashinostroenie, 1985.-472p

Bozorov M.B., Safarov I.I., Shokin Yu.I. Chislennoe modelirovanie kolebaniy dissipativno odnorodnix i neodnorodnix mexanicheskix sistem. Novosibirsk: Izd. SO RAN. 1996.189 p.

Biderman V.L. Teoriya mexanicheskix kolebaniy.-M.: Visshaya shkola, 1980.-408p.

Gladkix A.G., Xachaturyan S. A. Vibratsii v truboprovodax i metodi ix ustraneniya. -M.: Mashgiz, 1959: -244 p.

Safarov I.I ., Teshaev M. X. Akhmedov M. Sh.,Boltaev Z.I. Distribution Free Waves in Viscoelastic Wedge with and Arbitrary Angle Tops// Applied Mathematics, 2017, 8. P.736-745 http://www.scirp.org/journal/am

Sarbaev B.S. Raschet silovoy obolochki kompozitnogo ballona davleniya. -M.: Izd. MGTU im. N.E.Baumana, 2001. - 96 p

Svetlitskiy V.A. Mexanika truboprovodov i shlangov: Zadachi vzaimodeystviya sterjney s potokom jidkosti ili vozduxa. – M.: Mashinostroenie, 1982. - 280 p.

Normi rascheta na prochnost oborudovaniya i truboprovodov atomnix energeticheskix ustanovok (PNAE G-7-002-96). -Moskva: Energoatomizdat, 1997. -525 p.

Normi rascheta na prochnost truboprovodov teplovix setey: RD10-400- 01. -Moskva: NTS Promishlennaya bezopasnost, 2001. -45 p.