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Digital modelling of failure of road barrier elements under impact of vehicle collision

https://doi.org/10.22227/1997-0935.2024.12.1896-1919

Abstract

Introduction. One of the effective ways of reducing the severity of consequences of road traffic accidents is the use of road barriers. The ability to withstand failure and maintain functionality across various collision scenarios determines the reliability of a barrier. An analysis of existing methods for modelling collision processes showed that the ultimate state of the structures of the impact site during a vehicle impact is usually considered to be the achievement of some ultimate value of the mechanical characteristics of the impact site material. Modelling the failure of road barrier elements, as well as the assessment of their operation after the material reaches its limiting characteristics at the moment of deformation localization, are associated with the need to take into account the failure in material models, which is necessary for an objective assessment of the operation road barrier structures, both during design and during certification analysis.

Materials and methods. Barrier and frontal guardrails were selected as the object of the study. To achieve high accuracy in the results, an approach with validation based on the material – component – product scheme was applied. To construct the true stress-strain curve beyond the strength limit was used the phenomenological hardening law of Hockett and Sherby. Damage assessment was carried out using the effective plastic strain criterion, along with the GISSMO damage accumulation model. The identification of material and damage model parameters was performed using the inverse modelling method.

Results. The main parameters of the material models and the GISSMO damage accumulation model were determined, and validated models of the main elements of the studied barriers were developed. Full-scale virtual crash-tests of the studied barriers were carried out using the developed validated elements, which showed good convergence with the full-scale experiment.

Conclusions. As a result of the research, it was revealed that the approach using the GISSMO damage accumulation model has the greatest accuracy in describing the failure of structural elements of road barriers. To develop validated models of barriers, it is advisable to use the inverse method and validate individual elements through bench tests.

About the Authors

I. V. Demiyanushko
Moscow Automobile and Road Construction State Technical University (MADI)
Russian Federation

Irina V. Demiyanushko — Doctor of Technical Sciences, Professor, Head of the Department of Structural Mechanics

64 Leningradsky prospect, Moscow, 125319

RSCI AuthorID: 158270, Scopus: 6602540287, ResearcherID: G-5604-2013



O. V. Titov
Moscow Automobile and Road Construction State Technical University (MADI)
Russian Federation

Oleg V. Titov — senior lecturer of the Department of Structural Mechanics

64 Leningradsky prospect, Moscow, 125319

RSCI AuthorID: 966854, Scopus: 57214069454, ResearcherID: IWU-9537-2023



P. S. Mikheev
Moscow Automobile and Road Construction State Technical University (MADI)
Russian Federation

Pavel S. Mikheev — Candidate of Technical Sciences, senior lecturer of the Department of Structural Mechanics

64 Leningradsky prospect, Moscow, 125319

RSCI AuthorID: 1037466, Scopus: 57216146601, ResearcherID: AEE-1037-2022



I. A. Karpov
Moscow Automobile and Road Construction State Technical University (MADI)
Russian Federation

Ilya A. Karpov — Candidate of Technical Sciences, Associate Professor of the Department of Structural Mechanics

64 Leningradsky prospect, Moscow, 125319

RSCI AuthorID: 971215, Scopus: 57209366542, ResearcherID: AAL-8344-2021



References

1. Storozhev S.A., Loginov V.Yu., Aristarkhova A.N. The impact of road barriers certification on road safety. Road Safety. 2022; 2:52-56. EDN OWTHRQ. (rus.).

2. Andreev K.P., Borychev S.N., Terentyev V.V., Shemyakin A.V. Road barriers: modern solutions for improving traffic safety. Truck. 2021; 6:43-48. EDN JXOXJJ. (rus.).

3. Andreev K.P., Terentyev V.V., Shemyakin A.V. The use of energy-absorbing traffic guardrail to improve traffic safety. Transport. Transport facilities. Ecology. 2018; 1:5-12. DOI: 10.15593/24111678/2018.01.01. EDN YVGQRA. (rus.).

4. Qiao W., Huang E., Guo H., Liu Y., Ma X. Barriers involved in the safety management systems: a systematic review of literature. International Journal of Environmental Research and Public Health. 2022; 19(15):9512. DOI: 10.3390/ijerph19159512

5. Sungatullina K.A. Conditions and factors affecting road safety at the present stage. Vestnik NTsBZhD. 2022; 2(52):126-135. EDN UKXUKI. (rus.).

6. Dergunov S.A., Orekhov S.A., Taranovskaya E.A., Samigullin N.R. Road barriers that dissipate impact energy. Trends in the Development of Science and Education. 2017; 26-4:69-71. DOI: 10.18411/lj-31-05-2017-72. EDN ZCNFPT. (rus.).

7. Tavshavadze B.T. Development and justification of a methodology for calculations, testing and certification of barrier-type road restraint barriers : dis. … cand. of technical sciences. Moscow, 2019; 147. EDN CNLKWQ. (rus.).

8. Karpov I.A. Mechanics of cable road barrier structures during impact interaction with a vehicle and development of mathematical calculation models : dis. … cand. of technical sciences. Moscow, 2021; 151. EDN YANQXS. (rus.).

9. Demiyanushko I.V., Karpov I.A., Tavshava-dze B.T., Titov O.V., Mikheev P.S., Samigullin L.F. Virtual digital modelling of the operation energy-absorbing elements of frontal road barriers. Vestnik Moskovskogo avtomobil’no-dorozhnogo instituta (gosudarstvennogo tehnicheskogo universiteta). 2023; 3(74):20-30. EDN FIWFLE. (rus.).

10. Borovinšek M., Vesenjak M., Ulbin M., Ren Z. Simulation of crash tests for high containment levels of road safety barriers. Engineering Failure Analysis. 2007; 14(8):1711-1718. DOI: 10.1016/j.engfailanal.2006.11.068

11. Tavshavadze B.T., Lokit A.G. Prospect of application of concrete road barrier. Modern methods for their calculation. Avtomobil’. Doroga. Infrastruktura. 2022; 2(32). EDN SZMJSM. (rus.).

12. Kiselkov A.L., Shukurov A.O. Guidelines for calculating the strength of road barriers based on computer simulation of processes. Topical Issues of Mechanical Engineering. 2020; 9:124-130. EDN WSJTHE. (rus.).

13. Mohan P., Marzougui D., Meczkowski L., Bedewi N. Finite element modeling and validation of a 3-strand cable guardrail system. International Journal of Crashworthiness. 2005; 10(3):267-273. DOI: 10.1533/ijcr.2005.0345

14. Tran Thanh T., Tso-Liang T. Analysis of truck crashes with W-beam guardrail. Acta Technica Jaurinensis. 2023; 16(3):107-115. DOI: 10.14513/actatechjaur.00690

15. Gheres M.I., Scurtu I.L. Crash testing and evaluation of W-beam guardrail using finite elements method. IOP Conference Series : Materials Science and Engineering. 2022; 1220(1):012049. DOI: 10.1088/1757-899X/1220/1/012049

16. Demiyanushko I.V., Karpov I.A., Mikheev P.S., Mukhametova A.A. Virtual modelling of the crash cushion operation with projected destruction. XXXII International innovative conference of young scientists and students on problems of mechanical engineering : collection of conference proceedings. 2021; 48-53. EDN YVKVJB. (rus.).

17. Ray M.H., Plaxico C.A., Engstrand K. Performance of W-beam splices. Transportation Research Record: Journal of the Transportation Research Board. 2001; 1743(1):120-125. DOI: 10.3141/1743-16

18. Birger I.A., Mavlyutov R.R. Strength of materials : tutorial. Moscow, Nauka, 1986; 560. (rus.).

19. Monakhov A.D., Gulyaev M.M., Gladysheva N.E.,Kopteltseva O.Yu., Avtaev V.V., Yakovlev N.O. et al. Using the method of correlation of digital images for plotting stress-strain curves in true coordinates. Izvestiya. Non-Ferrous Metallurgy. 2023; 29(3):79-88. DOI: 10.17073/0021-3438-2023-3-79-88. EDN KIDSEJ. (rus.).

20. Ilg C., Liebold C., Sreenivasa V., Haufe A., Karadogan C., Liewald M. Displacement based simulation and material calibration based on digital image correlation part II — application. IOP Conference Series : Materials Science and Engineering. 2023; 1284(1):012056. DOI: 10.1088/1757-899X/1284/1/012056

21. Ilg C., Witowski K., Koch D., Roehl Suanno P., Haufe A. Constitutive model parameter identification via full-field calibration. IOP Conference Series : Materials Science and Engineering. 2019; 651(1):012070. DOI: 10.1088/1757-899X/651/1/012070

22. Vasilyev B.E., Volkov M.E., Bredihina E.N., Pleshcheev I.I. Construction of stress-strain curves for aviation materials database formation. Materials Physics and Mechanics. 2019; 42(5):656-670. DOI: 10.18720/MPM.4252019_19. EDN KHEMRA. (rus.).

23. Cao J., Li F., Ma W., Li D., Wang K., Ren J. et al. Constitutive equation for describing true stress–strain curves over a large range of strains. Philosophical Magazine Letters. 2020; 100(10):476-485. DOI: 10.1080/09500839.2020.1803508

24. Chen J.J., Lian C.W., Lin J.P. Validation of constitutive models for experimental stress-strain relationship of high-strength steel sheets under uniaxial tension. IOP Conference Series : Materials Science and Engineering. 2019; 668(1):012013. DOI: 10.1088/1757-899X/668/1/012013

25. Tu S., Ren X., He J., Zhang Z. Stress–strain curves of metallic materials and post-necking strain hardening characterization: а review. Fatigue & Fracture of Engineering Materials & Structures. 2019; 43(1):3-19. DOI: 10.1111/ffe.13134

26. Zeng X., Wu W., Zou J., Elchalakani M. Constitutive Model for Equivalent Stress-Plastic Strain Curves Including Full-Range Strain Hardening Behavior of High-Strength Steel at Elevated Temperatures. Materials. 2022; 15(22):8075. DOI: 10.3390/ma15228075.

27. Hockett J.E., Sherby O.D. Large strain deformation of polycrystalline metals at low homologous temperature. Journal of the Mechanics and Physics of Solids. 1975; 23(2):87-98. DOI: 10.1016/0022-5096(75)90018-6

28. Meißner P., Winter J., Vietor T. Methodology for neural network-based material card calibration using LS-DYNA MAT_187_SAMP-1 considering failure with GISSMO. Materials. 2022; 15(2):643. DOI: 10.3390/ma15020643

29. Andrade F.X.C., Feucht M., Haufe A., Neukamm F. An incremental stress state dependent damage model for ductile failure prediction. International Journal of Fracture. 2016; 200(1-2):127-150. DOI: 10.1007/s10704-016-0081-2

30. Johnson G.R., Cook W.H. Fracture characteristics of three metals subjected to various strains, strain rates, temperatures and pressures. Engineering Fracture Mechanics. 1985; 21(1):31-48. DOI: 10.1016/0013-7944(85)90052-9


Review

For citations:


Demiyanushko I.V., Titov O.V., Mikheev P.S., Karpov I.A. Digital modelling of failure of road barrier elements under impact of vehicle collision. Vestnik MGSU. 2024;19(12):1896-1919. (In Russ.) https://doi.org/10.22227/1997-0935.2024.12.1896-1919

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ISSN 1997-0935 (Print)
ISSN 2304-6600 (Online)