Nonlinear calculation of a thin retaining wall and frame construction together with soil and water environment from kinematic excitation
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Published:
Jul 25, 2023
Keywords:
thin retaining wall, frame construction, soil and the water environment, wave processes, theory of plastic flow with hardening, displacement and stress diagrams.
Main Article Content
Abstract
A coupled dynamic system is considered, which consists of a thin retaining wall, frame construction, soil and water environment. The wave processes arising in the system from the displacement of some areas of the soil mass are investigated. The elastoplastic properties of the materials of the system are taken into account. The theory of plastic flow with hardening is used. The results of the study of wave processes are presented in the form of diagrams of displacements and stresses over a given time interval.
Article Details
How to Cite
Grishin, A. (2023). Nonlinear calculation of a thin retaining wall and frame construction together with soil and water environment from kinematic excitation. Herald of the Odessa National Maritime University, (70), 96-112. https://doi.org/10.47049/2226-1893-2023-3-96-112
Section
Hydrotechnical construction
References
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2. Stetsyuk V.I. Ways of development and design of ports and port hydraulic structures. Ports of Ukraine. 2003. No. 04 (41). Р. 12-21.
3. LAW OF UKRAINE «On seaports of Ukraine». Vіdomosti of the Verkhovna Rada for the sake of Ukraine. 2013. No. 7. Art.65.
4. Gurevich V.B., Darevsky V.E., Samarin V.F., Fedorov Yu.M. Port hydraulic structures. Ed. Gurevich V.B.M.: Transport, 1992. 256 p.
5. Kulmach P.P. Seismic resistance of port hydraulic structures. M.: Transport, 1970. 312 p.
6. Pustovitenko B.G. Seismic hazard in the southwestern part of Ukraine / Pustovitenko B.G., Kulchitsky V.E., Wolfman Yu.M., Pustovitenko A.A., Safronov O.N. // Zb. Sciences. pr. K., 2000. VIP. 60, Р. 114-119.
7. Kendzera A.V. Accounting for seismic impacts in the design of unique buil- dings and structures on the territory of Odessa / Kendzera A.V., Sklyar A.M., Verbitsky S.T., Knyazeva V.S. // Zb. Sciences. pr. K., 2004. VIP. 64,Р.96-101.
8. Zienkiewicz O. C., Cheung Y. K. The finite element method in structural and continuum mechanics. London, 1967. 268 p.
9. Argiris J. Modern advances in methods of calculation of structures using matrices / Per. from English. M.: Stroyizdat, 1968. 241 p.
10. Turner M.J., Clough R.W., Martin H.C., Topp L.J. Stifnes and Deflection Analysis of Complex Structures. Journal of the Aeronautical Sciences, 1956. Vol.23. Р. 805-823.
11. Rozin L.A. The current state of the finite element method in structural mechanics. Izv.VUZov. Construction and architecture, 1981. No. II. Р.41-54.
12. Gorodetsky A.S., Evzerov I.D. Computer models of structures. K.: Fact, 2007. 394 p.
13. Perelmuter A.V., Slivker V.I. Calculation models of the structure and the possibility of their analysis. K.: Steel, 2002. 360 р.
14. Klovanich S.F. Finite element method in non-linear problems of engineering mechanics. Library of the journal «World of geotechnics», 9th edition. Z.: OOO IPO Zaporozhye, 2009. 400 p.
15. KarpilovskyV. C. SCAD Office. Computing complex SCAD. / Karpilovsky V.S., Kriksunov E.Z., Malyarenko A.A., Perelmuter A.V., Perelmuter M.A. M.: SKAD SOFT, 2007. 609 p.
16. Nemchinov Yu. I. Calculation of spatial structures (method of finite ele- ments). K.: Budivelnik, 1980. 232 p.
17. Rozin L.A. Calculation of hydraulic structures on the computer: Finite element method. Moscow: Stroyizdat, 1977. 187 p.
18. Clough R. Dynamics of structures: translation from English. / R. Clough., J. Penzien. Moscow: Stroyizdat, 1979. 320 p.
19. Nemchinov Yu.I. Seismic resistance of buildings and structures. In two parts. K., 2008. 480 s.
20. Napetvaridze Sh. G. Seismic stability of hydraulic structures. M.: Gosstroy- izdat, 1959. 210 p.
21. Newmark N. RosenblueetE. Fundamentals of earthquake-resistant construc- tion: Per. from English. Moscow: Stroyizdat, 1980. 344 p.
22. Okamoto Sh. Seismic resistance of engineering structures: Per. from Eng- lish. / Sh. Okamoto. Moscow: Stroyizdat, 1980. 253 p.
23. Goldenblat I.I. Calculation of structures for the action of seismic and impul- sive forces / Goldenblat I.I., Nikolaenko N.A. M.: Gosizdat, 1961. 320 p.
24. Biot M.A. A mechanical analyzer for the Prediction of earthquake / Biot M. A. // Engineering, Tokyo. 1980. 103 p.
25. Newmark N.M. Earthquake response analysis of reactor structures / Newmark N.M. // Nucl. Eng. And Des. 1972. V. 20. No. 2. P. 303-322.
26. Life in the seismic regions of Ukraine. DBN V.1.1-12-2014. K.: Minregion of Ukraine, 2019. 110 p. (from change No. 1).
27. Clough R., Penzien J. Structure dynamics. – M.: Stroyizdat, 1979. – 320 p.
28. Grishin A.V., Dorofeev V.S. Nonlinear dynamics of structures interacting with a deformable medium. ‒ Odessa: Astroprint, 2001. ‒ 136 p.
29. Ivlev D.D., Bykovtsev G.I. Theory of hardening plastic body. – M.: Nauka, 1971. – 231 p.
30. Geniev G.A., Kissyuk V.N., Tyupin G.A. Theory of plasticity of concrete and reinforced concrete. ‒ M.: Stroyizdat, 1974. ‒ 316 p.
31. Novozhilov V.V. Theory of elasticity. ‒ Sudpromgiz, 1958. ‒ 370s.
32. Bate K., Wilson E. Numerical methods of analysis and finite element me- thod. – M.: Stroyizdat, 1982. – 447 p.