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CALCULATION OF THREE-LAYER LARGE DIAMETER PIPES ON THE PC «LIRA»

https://doi.org/10.21822/2073-6185-2018-45-2-191-199

Abstract

Objectives This article discusses the evaluation of the possibility of application of three-layer pipelines. For this purpose, the stress-strain state of three-layer pipes under the action of internal pressure is investigated. The largest in the modern world are considered to be the main pipewater. They are mainly used to transport oil and gas from production sites to processing plants. Pipelines are intended for movement of liquid, gases and other environments and first of all it is water pipelines. As you know, main and technological pipelines are IP-elite club that cares only metal buildings, the construction of which consume Xia millions of tons of steel. On the other hand, one of the main indicators of efficiency of trunk pipelines is their material consumption. As a rule, trunk pipelines have a long length, and therefore an unreasonable increase in the even thickness of the pipe walls by at least 1 mm leads to an overspending of steel by de-siyatki and even hundreds of thousands of tons. In this regard, to the calculations of the main pipe wires for strength should be given the most serious attention.

Methods The calculation is carried out by numerical methods, namely with the help of finite element meto-da (FEM), implemented in the PC "LIRA".

Results The calculation of the pipes is performed on the load from the transported medium applied to the inner contour of the pipe. In this case, for the three-layer pipe (the first option) and for the pipes of the second and third options, the ring tensile stresses and strains were determined. The isofields of tensile and shear stresses are given, the comparative graphical dependence of ring tensile stresses is constructed.

Conclusion. The obtained numerical results showed that the selected calculation scheme (var.1), that is, the representation of the continuous section of the pipe in the form of a three-layer, is correct. The discrepancies between the data obtained are related to the rotation of the section along the radius of the pipe. In General, the results of calculations showed the possibility of using a three-layer pipe wall for transportation of various media.

Acknowledgment. This work was supported by a grant from the President of the Russian Federation (MK-6112.2018.8)

About the Authors

A. I. Bulgakov
Daghestan State Technical University
Russian Federation

70 I. Shamilya Ave., Makhachkala 367026

Aleksandr I. Bulgakov – Cand. Sci. (Technical), Assoc. Prof., Department of Construction structures and hydraulic engineering structures.





R. I. Vishtalov
Daghestan State Technical University
Russian Federation

70 I. Shamilya Ave., Makhachkala 367026

Rajab I. Vishtalov – Cand. Sci. (Technical), Assoc. Prof., Department of Construction structures and hydraulic engineering structures.





H. M. Muselemov
Daghestan State Technical University
Russian Federation

70 I. Shamilya Ave., Makhachkala 367026

Hayrulla M. Muselemov – Cand. Sci. (Technical), Assoc. Prof., Department of Construction structures and hydraulic engineering structures.





O. M. Ustarkhanov
Daghestan State Technical University
Russian Federation

70 I. Shamilya Ave., Makhachkala 367026

Osman M. Ustarkhanov – Dr. Sci. (Technical), Prof., Department of Construction structures and hydraulic engineering structures.





References

1. A.G.Kamershteyn, V.V. Rozhdestvenskiy, M.N. Ruchimskiy – Raschet truboprovodov na prochnost'. Moskva 1963..[ Kammerstein, A. G., V. V. Rozhdestvensky, M. N. Rucinski – Calculation of pipeline strength. Moscow 1963. (in Russ.)]

2. Aynbinder A.B., Kamershteyn A.G. Raschet magistral'nykh truboprovodov na prochnost' i ustoychivost'. Spravochnoye posobiye. M.: Nedra, 1982. - 341 s. [Ainbinder A. B., Kamenstein A. G., Calculation of pipelines for othersstrength and stability. Reference book. M.: Nedra, 1982. - 341 p. (in Russ.)]

3. Berezina I.V., Samoylov B.V. Osobennosti rascheta profilya magistral'nogo truboprovoda bol'shogo diametra. Transport i khraneniye nefti i nefteproduktov, 1976, JS 10, s. 15-17. [Berezina I. V., Samoylov B. V., Features of calculation of the profile of the trunk pipelinelarge diameter wires. TRANS-176 port and storage of oil and oil products, 1976, JS 10, pp. 15-17. (in Russ.)]

4. Borodavkin P.P., Sinyukov A.M. Prochnost' magistral'nykh truboprovodov. M.: Nedra, 1984. - 245 s. [Borodavkin p. P., Sinyukov A. Strength of trunk pipelines. Mmm.: Nedra, 1984. - 245 p. (in Russ.)]

5. Aleksandrov A. YA. Kurshin L. M. Trekhsloynyye plastinki i obolochki. – V– kn.: Prochnost', ustoychi-vost', kolebaniya. M.: Mashinostroyeniye, 1968, t.2. [Alexandrov A. Kurshin L. M. threeLayer plates and shells. - W-kN.: Strength, stability, vibrations. M.: Mashinostroenie, 1968, vol.2. (in Russ.)]

6. Kobelev V.N., Kovarskiy L.M., Timofeyev S.I. Raschet trekhsloynykh konstruktsiy. M.: Mashinostroye-niye, 1984. [Kobelev V. N., L. M. Kovarskii, and S. I. Timofeev, Calculation of sandwich structures. M.: Mechanical Engineering, 1984. (in Russ.)]

7. Agapov V.P. Metod konechnykh elementov v statike, dinamike, i ustoychivosti prostranstvennykh tonkostennykh podkreplonnykh konstruktsiy. Uchebnoye posobiye M.: Izd ASV, 2000, 152s. [Agapov V. P. finite element Method in statics, dynamics, and stability of Prostrange thin-walled reinforced structures. Textbook M.: ASV publishing house, 2000, 152с. (in Russ.)]

8. Gallager R. Metod konechnykh elementov. M.: 1984g, 424s. [Gallagher R. finite element Method. M.: 1984, 424c. (in Russ.)]

9. Gorodetskiy A.S., Yevzerov I.D. Komp'yuternyye modeli konstruktsiy. M.: Izdatel'stvo Assotsiatsii stroitel'nykh vuzov. 2009g, 360str. [Gorodetskiy A. S., Evzerov I. D. Computer models of designs. M.: Publisher the Association of construction universities. 2009, 360 p. (in Russ.)]

10. Rikards R.B. Metod konechnykh elementov v teorii obolochek i plastin. Riga: Zinatne, 1988, 284 s. [Rickards R. B. the finite element Method in the theory of shells and plates. Riga: Znatne, 1988, 284 s. (in Russ.)]

11. Streng G., Fiks D. Teoriya metoda konechnykh elementov. M.: 1977, 350s. [Strang G., Fix D. theory of the finite element method. M.: 1977, 350C. (in Russ.)]

12. Ustarkhanov O.M., Bulgakov A.I., Muselemov KH.M., Ustarkhanov T.O. Zhurnal «Izvestiya vysshikh ucheb-nykh zavedeniy» «Tekhnicheskiye nauki». 2012, №5. Raschet trekhsloynykh balok s uchetom kleyevogo shva po metodu konechnykh elementov s pomoshch'yu PK LIRA. [Ustarhanov O. M., Bulgakov A. I., Muslimov H. M., T. O. Ustarhanov Journal "News of higher educational institutions "" Technical Sciences». 2012, № 5. Calculation of three-layer beams taking into account the adhesive seam method finite elements using PC LIRA. (in Russ.)]

13. Kvasov F.I., Fridlyander I.N. Promyshlennyye deformiruyemyye, spechennyye i liteynyye alyuminiyevyye splavy. Spravochnoye rukovodstvo. 1984, 528 s. [F. I. Kvasov, I. N. Fridlyander. Industrial deformable, sintered and whether aluminum alloys. Reference guide. 1984, 528 p. (in Russ.)]

14. Kvasov F.I., Fridlyander I.N. Promyshlennyye alyuminiyevyye splavy. M.: Metallurgiya, 1984 g. 528 s. [F. I. Kvasov, I. N. Fridlyander. Industrial aluminum alloys. M.: Metallarge, 1984, 528 p.(in Russ.)]

15. Sabonnad'yer ZH.K., Kulon ZH.L. Metod konechnykh elementov i SAPR. M.: Mir, 1989, 190 s. [Sabandar J. C., Coulomb J. L., finite element Method and CAD. M.: Mir, 1989, 190C. (in Russ.)]

16. Rozin L.A. Metod konechnykh elementov v primenenii k uprugim sistemam. M.: Stroyizdat, 1977, 132 s. [L. A. Rozin, the finite element Method applied to elastic systems. Mmm.: Stroyizdat, 1977, 132 s. (inRuss.)]

17. Shtamm K., Vitte G. Mnogosloynyye konstruktsii: per. s nem. M.: Stroyizdat, 1983. 300 s. [Strain K., Witte G. Multilayer structures: lane with it. M.: Stroyizdat, 1983. 300 c. (in Russ.)]

18. Ustarkhanov O.M., Bulgakov A.I., Gadzhiyev M.D. Sovershenstvovaniye modeley rascheta trekhsloynykh konstruktsiy// Tezisy dokladov XXII nauchno-tekhnicheskoy konferentsii prepodavateley, sotrudnikov, aspirantov i studentov DGTU. Makhachkala, 1999. S. 52-54. [Ustarkhanov O. M., Bulgakov A. I., Gadzhiev M. D. improvement of the models of TA three-layer structures // Abstracts of XXII scientific and technical conference rations of teachers, employees, postgraduates and students of DSTU. Makhachkala, 1999. P. 52-54. (in Russ.)]

19. Khebip JI.M. Obzor sovremennogo sostoyaniya issledovaniy po trekhsloynym konstruktsiyam // Mekhanika.: Periodich. sb. perevodov inostrannykh statey. - 1996. T. 96, № 2. - S. 119-130. [Habib JI.M. a review of the current state of research on three-layer con structures // Mechanics.: Periodic. collection of translations of foreign articles. - 1996. Vol. 96, № 2. - P. 119-130. (in Russ.)]

20. Pelekh B.L., Laz'ko V.A. Sloistyye anizotropnyye plastiny i obolochki s kontsentratami napryazheniy. Kiyev: Nauk. Dumka, 1982,295 s. [Peleh, B. L., lazko, V., Laminates, anisotropic plates and shells, L. Tami tensions. Kiev: Sciences. Dumka, S. 1982,295(in Russ.)]


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For citations:


Bulgakov A.I., Vishtalov R.I., Muselemov H.M., Ustarkhanov O.M. CALCULATION OF THREE-LAYER LARGE DIAMETER PIPES ON THE PC «LIRA». Herald of Dagestan State Technical University. Technical Sciences. 2018;45(2):191-199. (In Russ.) https://doi.org/10.21822/2073-6185-2018-45-2-191-199

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