Preview

Vestnik MGSU

Advanced search

Numerical modeling of Volga River bank stabilization for the development of a pedestrian path to the water body

https://doi.org/10.22227/1997-0935.2026.6.906-921

Abstract

Introduction. Construction of facilities on riverbanks is a costly task with limited demand. number of supplementary issues should be taken into account when developing design solutions for their construction. These issues include the development of slope stabilization measures and protection of the soil mass from erosion. The technical and technological feasibility of implementing such projects under conditions of hazardous slope processes should also be considered in the course of design development.

Materials and methods. The variety of conditions under which facilities on riverbanks are constructed limits the applicability of standard solutions; as a result, an individual set of solutions becomes necessary for each facility, beginning with the fundamental selection of technological and structural solutions. The geotechnical aspects of designing engineering protection facilities for the Volga riverbank slope near the village of Cherkasovo are considered within the framework of an improvement project, taking into account the technological and structural features of the site.

Results. Numerical modeling of construction operations at the existing project site was performed to assess slope stability after the implementation of protective measures. The analysis provided stability assessment results for the soil mass.

Conclusions. The most significant factors influencing the selection of optimal structural solutions were analyzed and presented, and possible options for specific geotechnical solutions were proposed.

About the Authors

R. N. Nikonorov
Moscow State University of Civil Engineering (National Research University) (MGSU); Scientific and Engineering Center of the Tunnel Association
Russian Federation

Roman N. Nikonorov — lecturer of the Department of Soil Mechanics and Geotechnics, master’s degree; chief Engineer

26 Yaroslavskoe shosse, Moscow, 129337;
10, build. 4, 7 Eniseyskaya st., Moscow, 4129344



U. O. Moskovkina
Moscow State University of Civil Engineering (National Research University) (MGSU)
Russian Federation

Ulyana O. Moskovkina — student

26 Yaroslavskoe shosse, Moscow, 129337



E. A. Sofronova
Moscow State University of Civil Engineering (National Research University) (MGSU)
Russian Federation

Ekaterina A. Sofronova — student

26 Yaroslavskoe shosse, Moscow, 129337



References

1. Ginzburg L.K. Recommendations on the selection of methods for calculating slope stability coefficient and landslide pressure. Moscow, Central Bureau of Scientific and Technical Information, 1986; 123. (rus.).

2. Simonyan V.V. Determination of the main axes of landslide movement using displacement ellipse. Actual problems of land use, land management and cadastres : collection of articles of the All-Russian school of young scientists. 2006; 334-344. EDN SAQAWX. (rus.).

3. Khvostova O.E. Slope stability assessment of Gorkovskoe reservoir shoreline. Proceedings of R.E. Alekseev NSTU. 2010; 4(83):50-61. EDN NUXQYX. (rus.).

4. Farres P.J. The dynamics of rainsplash erosion and the role of soil aggregate stability. Catena. 1987; 14(1-3):119-130. DOI: 10.1016/s0341-8162(87)80009-7

5. Poesen J. Field measurements of splash erosion to validate a splash transport model. Zeitschrift für Geomorphologie. 1986; 58:81-91.

6. Kondrashova V.A., Melnikova E.S., Cherednichenko T.F. Improving the reliability of major repairs of protective structures of the Volga river berth embankment located in the Voroshilovsky district of Volgograd. Construction Economics. 2025; 6:592-595. EDN APUPLH. (rus.).

7. Pendin V.V., Fomenko I.K. Methodology for assessment and prediction of landslide hazard. Moscow, LENAND, 2015; 320. (rus.).

8. Albataineh N. Slope stability analysis using 2D and 3D methods. Akron, The University of Akron, 2006.

9. Bishop A.W. The use of the slip circle in the stability analysis of slopes. Géotechnique. 1955; 5(1):7-17. DOI: 10.1680/geot.1955.5.1.7

10. Gitirana G.Jr. Weather-related Geo-hazard Assessment Model for Railway Embankment Stability : PhD Thesis. Saskatoon, University of Saskatchewan, 2005.

11. Janbu N. Application of composite slip surface for stability analysis. Proceedings of European Conference on Stability of Earth Slopes. 1954; 43-49.

12. Morgenstern N.R., Price V.E. The analysis of the stability of general slip surfaces. Géotechnique. 1965; 15(1):79-93. DOI: 10.1680/geot.1965.15.1.79

13. Kalinin E.V., Panas'yan L.L., Timofeev E.M. A new approach to landslide slope stability analysis. Moscow University Bulletin. Series 4. Geology. 2008; 1:21-29. EDN JVAQBR. (rus.).

14. Sirotkina O.N., Tarabukin V.V., Fomenko I.K., Shubina D.D. Comparative analysis of methods for calculating slope stability under 3D problem statement. International Research Journal. 2020; 9-1(99):55-62. DOI: 10.23670/IRJ.2020.99.9.011. EDN OJPPWS. (rus.).

15. Fomenko I.K. General classification scheme of slope stability calculation methods. Scientific works SWorld. 2012; 35(3):75-80. EDN PDHMVB. (rus.).

16. Fomenko I.K. Current trends in slope stability calculations. Engineering Geology World. 2012; 6:44-53. EDN PLSVTP. (rus.).

17. Fomenko I.K., Zerkal O.V. Advantages of three-dimensional methods of assessing slope stability. Geotechnics. 2011; 5:38-41. EDN OWGMSH. (rus.).

18. Fomenko I.K., Zerkal O.V., Gorobtsov D.N. Modern tools for quantitative assessment of slope stability. Engineering and geological problems of our time and methods for their solution : proceedings of the scientific and practical conference. 2017; 94-101. EDN ZROHVF. (rus.).

19. Gitirana G.Jr., Santos M.A., Fredlund M.D. Three-dimensional analysis of the Lodalen landslide. GeoCongress 2008. 2008; 186-190. DOI: 10.1061/40971(310)23

20. Vasiliev S.A. A mathematical model to predict erosion on sloping agrolandscape. Vestnik of the Orenburg State University. 2015; 9(184):96-100. EDN VHLKCD. (rus.).

21. Kopytov D.Y., Ovchinnikova S.V., Kozhenko N.V. Integrated application of methods for calculating the stability of landslide slopes. Engineering journal of Don. 2024; 8(116):514-520. EDN PRUZEC. (rus.).

22. Prokopov A.Yu., Adoniev N.A. Foreign experience review on engineering protection of seashores and hillslopes. Modern Trends in Construction, Urban and Territorial Planning. 2024; 3(1):27-47. DOI: 10.23947/2949-1835-2024-3-1-27-47. EDN ZBEPOK. (rus.).

23. Sirotkina O.N., Fomenko I.K., Gorobtsov D.N. On the classification of mathematical methods for assessing local landslide hazard. Science of Russia: goals and objectives : collection of scientific papers based on the materials of the II international scientific conference. 2017; 50-55. DOI: 10.18411/sr-10-04-2017-2-13. EDN YQALPN. (rus.).

24. Bauer B. Soil splash as an important agent of erosion. Geographia Polonica. 1990; 58:99-106.

25. Cruden D.M., Varnes D.J. Landslide types and processes. Landslides: Investigation and Mitigation. Special Report 247. Washington, DC, Transportation Research Board, 1996; 36-75.

26. Highland L.M., Bobrowsky P. The landslide handbook — A guide to understanding landslides. Circular. 2008; 129. DOI: 10.3133/cir1325

27. Zotov D.I. Features of landslide process development in Nizhny Novgorod region. Bulletin of the Voronezh Institute of the State Fire Service of the Ministry of Emergency Situations of Russia. 2014; 4(13):55-59. EDN TKOKNN. (rus.).

28. Sokolov N.S. Practice of strengthening the loaded slope. Construction Materials. 2019; 1-2:70-78. DOI: 10.31659/0585-430X-2019-767-1-2-70-78. EDN VVEYPO. (rus.).

29. Kharichkin A.I., Soloviev D.Yu., Afanasev N.A., Zhuravlev R.R. Geotechnical aspects of civil protection engineering of Nizhny Novgorod at the facility "funicular on the slope of the Nizhny Novgorod kremlin". Construction and Geotechnics. 2024; 15(4):25-35. DOI: 10.15593/2224-9826/2024.4.03. EDN IYZSAE. (rus.).


Review

For citations:


Nikonorov R.N., Moskovkina U.O., Sofronova E.A. Numerical modeling of Volga River bank stabilization for the development of a pedestrian path to the water body. Vestnik MGSU. 2026;21(6):906-921. (In Russ.) https://doi.org/10.22227/1997-0935.2026.6.906-921

Views: 49

JATS XML


Creative Commons License
This work is licensed under a Creative Commons Attribution 4.0 License.


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