Stress-strain state of thick shells of variable thickness

  • Gaffarov H. R Bukhara Institute of engineering and technology, Bukhara. Republic of Uzbekistan.
  • Karimov A. O Bukhara Institute of engineering and technology, Bukhara. Republic of Uzbekistan.
Keywords: Analyses, stress-strain, thick shells, variable thickness

Abstract

This paper makes analyses of the stress-strain state of thick shells of variable thickness. On this case, research has been undergone from theoritical and methodological points as the whole. Outcomes and shortcomings were highlighted as conclusion of the research paper

References

Agarev V. A. method of initial functions for two-dimensional boundary value problems of elasticity theory. Kiev, Publishing house of the Ukrainian SSR, 1963, 203 p.
Vlasov V. V. Method of initial functions in the plane problem of elasticity theory. –WPI. higher educational. Construction and architecture,1958, no. 2.
Gaffarov Kh. R. Improvement of the technological process and justification of the parameters of tools for decompression of the sub-arable soil layer in the cotton growing zone: abstract of dis. ... candidate of technical Sciences: 05.20.01. - Yangiyul, 1993.
.Ivengar K.T.S.R. Method of Initial Functions in the Analysis of thick circular Plates Nuklear Tngineering and Design. Vol.36.No.3, Mar,1976, PP. 341-354.
Galileev M. D., Davronov O. D. Method of initial functions in the theory of circular shells. - DEP. no. 1913, TSINIS, 1980, p. 24.
Iyengar K. T. S. R. Method of Initial Functions in the Analysis of thick circular Plate Nuclear Engineering and Design. Vol.36. No. 3, Mar, 1976, pp. 341-354.
A..E..Belkin, S. S. Gavryushin. - Moscow: Publishing house of the Bauman Moscow state technical University, 2008. - 231 p.
Vlasov, V. Z. General theory of shells and its application in technology – M., 1949. – 766 p.
Sidorov, V. N. Lectures on strength of materials and theory of elasticity – M.: RIC Gene. staff of the Russian Federation, 2002. – 352 p.
Gorodetsky, A. S. Computer models of structures– M: Publishing house ASV, 2009. – 357 p.
Karpilovsky, V. S. Methods of designing finite elements. - Kiev,. 1980. - 50 p. DEP. in Ukrniinti 23.06.80.
Argov, M. I. the Theory of perfectly plastic solids and structures – M.: Nauka, 1978. – 330 p.
Kolkunov, N. In. Bases of calculation of elastic shells – M.: Higher school, 1972. – 296 p.
Monks, V. A. bearing capacity of shallow arches .-Structural mechanics and calculation of structures. – 1976. – No. 5. – P. 30-35.
Monks, V. A. Dynamics of elastoplastic systems in phase space– Penza: PGWC, 2006. – 352 p.
Monks, V. A. Kinematics. Lectures on theoretical mechanics. Part 2. - Penza: PGUAS, 2014. - 124 p.
Monakhov, I. A. Calculation of rigid-plastic intersecting cylindrical shells that are under the action of internal pressure-DEP. V TSINIS, NTL, sec. B, issue 12, 1977.
Ogibalov, P. M. Plates and shells-Moscow: MSU, 1968 – - 695 p.
Software complex SCAD Office 11.3, 2009.
Smirnov, A. F. Calculation of structures using computers-M.: stroizdat, 1964. - 380 p.
Timoshenko, S. P. Theory of plates and shells-M.: stroizdat, 1977 – - 686 p. 231
Smith I.M. end Griffiths D.V. Programming the Finite Element Method. John Wiley end Sons. Chichester, Toronto. 1988. - 469 pp.
Zienkiewicz, O.C., Taylor, R.L. The Finite Element Method. Vol. 1, 2. Oxford. 2000.- 459 p.
Charkov, V. D. Determination of the load-bearing capacity of axisymmetric shells by linear programming. News Of Universities. Mechanical engineering. – 1969. – №5.
Tsetyrkin, I. E. Influence of the side beam height on internal forces in a cylindrical shell .Construction mechanics: sat. Tr. Miita. - M., 1971. - Issue 364. - Pp. 68-77.
Smith I. M. end Griffiths D. V. Programming the Finite Element Method. John Wiley and Sons. Chichester, Toronto. 1988. - 469 PP.
Zienkiewicz, O. C., Taylor, R. L. The Finite Element Method. Vol. 1, 2. Oxford. 2000.- 459 p.
V. P. Bazlov // Construction mechanics and calculation of structures. - 1977. - no. 5. - P. 26-29.
Volkov A. N. Statics of thick shells. The author's abstract Diss.on the map. Uch. step. Doct. tech.nauk, M., 1974, p. 33.
Published
2021-01-20
How to Cite
Gaffarov H. R, & Karimov A. O. (2021). Stress-strain state of thick shells of variable thickness. CENTRAL ASIAN JOURNAL OF MATHEMATICAL THEORY AND COMPUTER SCIENCES, 2(1), 13-17. Retrieved from https://cajmtcs.centralasianstudies.org/index.php/CAJMTCS/article/view/50
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Articles