Numerically modelled stress-strain state of rail-mounted jib crane within a three-dimensional non-stationary framework

Ilshat Munzarov; Aleksandr Vorob&#039;ev; Andrey S. Vataev; Yan Vatulin; Vladimir Mayorov

doi:10.20295/2223-9987-2026-1-112-127

UDC

621.873.2

NUMERICALLY MODELLED STRESS-STRAIN STATE OF RAIL-MOUNTED JIB CRANE WITHIN A THREE-DIMENSIONAL NON-STATIONARY FRAMEWORK Numerically modelled stress-strain state of rail-mounted jib crane within a three-dimensional non-stationary framework

АА Аа

Published in Bulletin of scientific research results · Pages 112–127 · Rubric: PROBLEMATIC OF TRANSPORT SYSTEM

DOI: https://doi.org/10.20295/2223-9987-2026-1-112-127

Received: 11.02.2026 Accepted: 11.02.2026 Published: 03.04.2026

Authors

Ilshat Munzarov

Aleksandr Vorob'ev

Andrey S. Vataev

Yan Vatulin

Vladimir Mayorov

Ilshat Munzarov

Emperor Alexander I Petersburg State Transport University Postgraduate Student · Russian Federation

Aleksandr Vorob'ev

Academic degree: doctor of technical sciences

Science rang: professor

Emperor Alexander I St. Petersburg State Transport University Professor · Russian Federation · St. Petersburg

Andrey S. Vataev

Academic degree: candidate of technical sciences

Science rang: docent

Emperor Alexander I Petersburg State Transport University Associate Professor · Russian Federation · St. Petersburg

Yan Vatulin

Academic degree: candidate of technical sciences

Science rang: docent

Emperor Alexander I Petersburg State Transport University Associate Professor · Russian Federation · St. Petersburg

Vladimir Mayorov

Academic degree: candidate of technical sciences

Emperor Alexander I St. Petersburg State Transport University Associate Professor · Russian Federation · St. Petersburg

ABSTRACT

Objective: a numerical model of a rail-mounted mobile boom crane was developed to determine the stress- strain state of the main load-bearing components of the metal structure within a three-dimensional non- stationary framework. Methods: computer-based simulation and numerical experimentation. Results: the dynamics of crane loading regimes associated with oscillations of a flexible load suspension induced by uneven settlement of ground supports and by transformations in the core of the support contour. Practical Significance: the proposed mathematical model of the rail-mounted mobile boom crane facilitates numerical investigation of the stress-strain behaviour of its structural elements in a three-dimensional non-stationary framework.

KEYWORDS

rail-mounted self-propelled boom cranes, dynamic loading regime, outrigger settlement, loading regime dynamics, three-dimensional non-stationary setting, loss of soil stability in a sloped section of a railway track

1. Rasporyazhenie OAO «RZhD» ot 01.10.2019 № 2182/r «Ob utverzhdenii i vvode v deystvie instruktivnyh ukazaniy po organizacii avariyno-vosstanovitel'nyh rabot na infrastrukture OAO «RZhD» // SPS «Konsul'tantPlyus». 144 s.

2. Huber W. Tragfahigkeit von Teleskopen // Forder und Heben. 1972. No. 3. S. 125–127.

3. Potahov D. A. Metody analiza sostoyaniya elementov opornogo kontura i ustoychivosti gruzopod'emnyh kranov v processe nenormiruemogo dinamicheskogo nagruzheniya: diss. … kand. tehn. nauk. SPb, 2021. 190 s.

4. Potahov E. A. Metody ocenki dinamicheskogo nagruzheniya elementov teleskopicheskogo strelovogo oborudovaniya gruzopod'emnyh kranov: dis. … kand. tehn. nauk. SPb., 2022. 168 s.

5. Ancev V. Yu., Vitchuk P. V., Krylov K. Yu. Defekty i otkazy avtomobil'nyh kranov // Izvestiya Tul'skogo gosudarstvennogo universiteta. Tehnicheskie nauki. 2016. № 7–1. S. 88–93.

6. Nagruzhennost' kranovyh teleskopicheskih strel / V. A. Ryahin [i dr.] // Stroitel'nye i dorozhnye mashiny. 1984. № 6. S. 9–11.

7. P'yankov S. A., Azizov Z. K. Mehanika gruntov: uchebnoe posobie. Ul'yanovsk: UlGTU, 2014. 169 s.

8. Shelmich R. R. Dinamicheskie nagruzki i ustoychivost' avtokrana na uprugom osnovanii // Stroitel'nye i dorozhnye mashiny. 1996. № 4. S. 32–33.

9. Bashkova N. V. Issledovanie mestnoy nagruzhennosti teleskopicheskih strel stroitel'nyh kranov: diss. … kand. tehn. nauk. M., 1978. 223 c.

10. Abramovich I. I., Berezin V. N., Yaure A. G. Gruzopod'emnye krany promyshlennyh predpriyatiy: spravochnik. M.: Mashinostroenie, 1989. 360 s.

11. Pasport vosstanovitel'nogo poezda: forma RBU-4: utv. OAO «RZhD» 21.06.2004 // SPS «Konsul'tantPlyus».

12. Vaynson A.A. Pod'emno-transportnye mashiny: uchebnik dlya vuzov po special'nosti «Pod'emno-transportnye, stroitel'nye, dorozhnye mashiny i oborudovanie». 4-e izd., pererab. i dop. M.: Mashinostroenie, 1989. 536 s.

13. Solomatina L. A. Dinamika povorota gidravlicheskih strelovyh samohodnyh kranov: diss. … kand. tehn. nauk. M., 1984. 239 c.

14. Alyamovskiy A. A. Inzhenernye raschety v SolidWorks Simulation. M.: DMK Press, 2010. 464 s.

15. Issledovanie ekstremal'nyh rezhimov raboty transportnyh sistem sredstvami SolidWorksMotion / Ya. S. Vatulin [i dr.] // Sistemy avtomatizirovannogo proektirovaniya na transporte, Sankt-Peterburg, 17–19 aprelya 2017 goda. SPb.: Peterburgskiy gosudarstvennyy universitet putey soobscheniya Imperatora Aleksandra I, 2017. S. 28–43.

16. Cui Z., Jiang W., Cheng L. Analysis and experimental verification of the strength of telescopic booms for construction machinery // International Journal of Simulation: Systems, Science and Technology. 2016. P. 33.1–33.10.

17. GOST 3241-91. Kanaty stal'nye. Tehnicheskie usloviya. M.: IPK Izdatel'stvo standartov, 2007. 21 s.

18. Smirnov A. S., Smol'nikov B. A. Dvizhenie sfericheskogo mayatnika so slaboy nelineynost'yu pri nalichii vneshnego ili vnutrennego treniya goda // Sovremennoe mashinostroenie: Nauka i obrazovanie — 2024: materialy 13-y Mezhdunarodnoy nauchnoy konferencii (20 iyunya 2024 g.) / pod red. A. N. Evgrafova, A. A. Popovicha. SPb.: Politeh-Press, 2024.

19. Savinov O. A. Sovremennye konstrukcii fundamentov pod mashiny i ih raschet. 2-e izd., pererab. i dop. L.: Stroyizdat, 1979. 200 s.

20. Vatulin Ya. S. Sintez silovyh gidrocilindrov stroitel'nyh kranov: diss. … kand. tehn. nauk. Tula, 1996. 223 s.

21. Pisarenko G. S., Lebedev A. A. Deformirovanie i prochnost' materialov pri slozhnom napryazhennom sostoyanii. Kiev: Nauk. dumka, 1976. 415 c.

22. Sokornov A. A., Kon'kov A. N. Modelirovanie i raschet podzemnyh sooruzheniy. Mehanicheskie modeli gruntov i stroitel'nyh materialov: ucheb. posob. SPb.: SPGUPS, 2022.

23. Lipatov A. S., Emel'yanova G. A. Ob uchete nenormiruemyh usloviy ekspluatacii pri naznachenii pokazateley riska gruzopod'emnyh kranov // Mehanizaciya stroitel'stva. 2014. № 5. S. 60–64.

GOST

Munzarov I. N., Vorob'ev A. A., Vataev A. S., Vatulin Y. S., Mayorov V. S. Numerically modelled stress-strain state of rail-mounted jib crane within a three-dimensional non-stationary framework // . 2026. pp. 112-127. DOI: https://doi.org/10.20295/2223-9987-2026-1-112-127. (Date of access 19.08.2026).

MLA

Ilshat Munzarov, Vorob'ev A. A., Vataev A. S., Vatulin Y. S., Mayorov V. S.. "Numerically modelled stress-strain state of rail-mounted jib crane within a three-dimensional non-stationary framework." (2026): 112-127. DOI: https://doi.org/10.20295/2223-9987-2026-1-112-127.

APA

Munzarov I. N., Vorob'ev A. A., Vataev A. S., Vatulin Y. S., Mayorov V. S. (2026). Numerically modelled stress-strain state of rail-mounted jib crane within a three-dimensional non-stationary framework. , 112-127. https://doi.org/10.20295/2223-9987-2026-1-112-127

Chicago

Ilshat Munzarov, Vorob'ev A. A., Vataev A. S., Vatulin Y. S., Mayorov V. S.. "Numerically modelled stress-strain state of rail-mounted jib crane within a three-dimensional non-stationary framework." , no. (2026): 112-127. https://doi.org/10.20295/2223-9987-2026-1-112-127.

WIKI

{{cite journal | author = Munzarov I. N., Vorob'ev A. A., Vataev A. S., Vatulin Y. S., Mayorov V. S. | title = Numerically modelled stress-strain state of rail-mounted jib crane within a three-dimensional non-stationary framework | journal = | year = 2026 | pages = 112-127 | doi = 10.20295/2223-9987-2026-1-112-127 }}

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NUMERICALLY MODELLED STRESS-STRAIN STATE OF RAIL-MOUNTED JIB CRANE WITHIN A THREE-DIMENSIONAL NON-STATIONARY FRAMEWORK Numerically modelled stress-strain state of rail-mounted jib crane within a three-dimensional non-stationary framework

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