IMPROVING METHODS FOR DESIGNING SOIL PROTECTION TECHNOLOGIES ON SLOP AGRICULTURAL LANDSCAPE

DOI 10.12737/2073-0462-2023-111-116 УДК 631.4

Authors

  • Sergey Ivanovich Chuchkalov
  • Viktor Vasilevich Alekseev Chuvash State University named after I.N. Ulyanova, Cheboksary, Russia
  • Ivan Ivanovich Maksimov
  • Yuriy Fedorovich Kazakov Chuvash State Agrarian University, Cheboksary, Russia
  • Kamil Abdulkhakovich Khafizov Kazan State Agrarian University, Kazan, Russia.

Keywords:

erosion resistance of soils, capillary waves, slope agricultural landscapes.

Abstract

The main goal of the research is to clarify the values of soil erosion resistance. Existing methods for assessing the erosion resistance of soils involve studying the kinetic and potential energy of water flow. The decrease in total energy during the flow along the channel is associated with the work of the water flow to destroy and wash away the soil. However, this does not take into account the energy of capillary waves existing on the surface of water during laminar flow. Their frequency is usually such that the waves are not visible to the naked eye and are therefore not taken into account, although the energy of such waves is comparable in magnitude to the energy of the flow. The need to clarify erosion resistance is associated with the ability to evaluate and take into account their energy. For this purpose, a methodology has been developed to take into account and evaluate the contribution of the energy of capillary waves to the total energy of the microflow of water, which has a destructive and erosive effect on the soil of a slope agricultural landscape. The technique is based on the developed mathematical model, which made it possible to obtain an expression for determining the ratio of the energy of capillary waves formed on the surface of a water flow to the kinetic energy of the water flow. To experimentally study the process of development of capillary waves on smooth and rough surfaces and determine the operating parameters, an installation was created in the form a rectangular tray with an adjustable angle of inclination and intensity of water supply, as well as with replaceable working surfaces. The geometry of the microflow and the shape of its surface were determined from the results of video recording and laser rangefinder readings. In the studied range of wave speeds from 0.28 to 0.46 m/s, wavelengths from 2.8 to 9.7 mm, flow depths from 0.7 to 3.1 mm, a numerical assessment of the dependence of the energy of capillary waves on the kinetic water flow energy revealed for the first time a significant (up to 40...60%) contribution of capillary waves formed on the surface of microflows to the total energy of the water flow.

Information about the authors

Sergey Ivanovich Chuchkalov

senior lecturer of General Physics Department, e-mail: serg.chuchkaloff@yandex.ru

Viktor Vasilevich Alekseev, Chuvash State University named after I.N. Ulyanova, Cheboksary, Russia

Doctor of Technical Sciences, Professor of General Physics Department, e-mail: av77@list.ru

Ivan Ivanovich Maksimov

Doctor of Technical Sciences, Professor of Transport and Technological Machines and Complexes
Department, e-mail: maksimov48@inbox.ru

Yuriy Fedorovich Kazakov, Chuvash State Agrarian University, Cheboksary, Russia

Doctor of Technical Sciences, Professor of Transport and Technological Machines and Complexes
Department, e-mail: ura.kazakov@mail.ru

Kamil Abdulkhakovich Khafizov, Kazan State Agrarian University, Kazan, Russia.

Doctor of Technical sciences, Head of Tractors, Automobiles and Safety of Technological
Processes Department, e-mail: fts-kgau@mail.ru

References

 1. Boardman J., Poesen J., Evans M. Slopes: Soil erosion // Geological Society London Memoirs. 2022. Vol. 58 (1). P. 241–255. doi:10.1144/M58-2021-4

 2. Лурье И.К., Лурье М.В. Моделирование 3D-изменений рельефа местности вследствие склоновой эрозии // Геодезия и картография. 2023. Т. 84. № 3. С. 35–42. doi: 10.22389/0016-7126-2023-993-3-35-42

 3. Кашутина Е.А., Ясинский С.В., Коронкевич Н.И. Весенний поверхностный склоновый сток на Русской равнине в годы различной водности // Известия Российской академии наук. Серия географическая. 2020. № 1. С. 37–46. doi: 10.31857/S2587556620010100

 4. Pan C.Z., Shangguan Z.P. Experimental study on influence of rainfall and slope gradient on overland shallow flow hydraulics // Journal of Basic Science and Engineering. 2009. Vol. 17(6). P. 843–851. doi: 10.3969/j.issn. 1005-0930.2009.06.004

 5. Physical modelling of hydraulic erosion rates on loess slopes / H. Zheng, X.-A. Li, Y.-H. Deng, et al. // Water. 2022. Vol. 14(9). P. 1344. doi: 10.3390/w14091344

Part

 6. Chuchkalov S., Mikhailov B., Lvova M. and Alekseev V. Formation conditions and parameters of mini-landslides on agricultural slope landscapes // EBWFF 2023 - International Scientific Conference EBWFF. 2023. Vol. 1. 03014. URL: https://www.e3s-conferences.org/articles/e3sconf/abs/2023/57/e3sconf_ebwff2023_03014/e3sconf_ebwff2023_03014.html (дата обращения: 15.08.2023). doi: 10.1051/e3sconf/202342003014

 7. Чалов Р.С., Рулёва С.Н., Михайлова Н.М. Оценка морфодинамической сложности русла большой реки при планировании водохозяйственных мероприятий (на примере Оби) // География и природные ресурсы. 2016. № 1. С. 29–37.

 8. Сысуев В.А., Максимов И.И., Алексеев В.В., Максимов В.И. Получение основной гидрофизической характеристики почв на основе трехмерных моделей // Доклады Российской академии сельскохозяйственных наук. 2013. № 5. C. 63‑66.

 9. Development of a criteria-based approach to agroecological assessment of slope agrolandscapes / V. Alekseev, V. Maksimov, S. Chuchkalov, et al. // Eastern-European Journal of Enterprise Technologies. 2018. Vol. 6 (10(96)). P. 28–34. doi: 10.15587/1729-4061.2018.148623

 10. Formation and coarsening of roll-waves in shear shallow water flows down an inclined rectangular channel / K.A. Ivanova, S.L. Gavrilyuk, B. Nkonga, et al. // Computers and Fluids. 2017. Vol. 159. P. 189–203. doi: 10.1016/j.compfluid.2017.10.004

 11. Response of roll wave to suspended load and hydraulics of overland flow on steep slope / C. Zhao, J. Gao, M. Zhang, et al. // Catena. 2015. Vol. 133. P. 394–402. doi: 10.1016/j.catena.2015.06.010

 12. Capillary wave method: an alternative approach to wave excitation and to wave profile reconstruction / A. Shmyrov, A. Mizev, A. Shmyrova, et al. // Physics of Fluids. 2019. Vol. 31(1). P. 012101. doi: 10.1063/1.5060666

 13. Slavchov R.I., Peychev B., Said I. A. Characterization of capillary waves: a review and a new optical method. // Physics of Fluids. 2021. Vol. 33(10). P. 101303. URL: https://qmro.qmul.ac.uk/ xmlui/bitstream/123456789/74320/2/Ismail%20Characterization%20of%20capillary%202021%20Accepted.pdf (дата обращения: 15.08.2023). doi: 10.1063/5.0066759

 14. Bidirectional energy cascade in surface capillary waves / L.V. Abdurakhimov, A.A. Levchenko, I.A. Remizov, et al. // Physical Review E. 2015. Vol. 91(2). P. 023021. URL: https://journals.aps.org/pre/abstract/10.1103/PhysRevE.91.023021 (дата обращения: 15.08.2023). doi: 10.1103/PhysRevE.91.023021

 15. Tobisch E., Kartashov A. Energy spectra of ensemble of nonlinear capillary waves on a fluid // Journal of Marine Science and Engineering. 2021. Vol. 9. P. 1422. URL: https://mdpi-res.com/d_attachment/jmse/jmse-09-01422/article_deploy/jmse-09-01422.pdf (дата обращения: 15.08.2023). doi: 10.3390/jmse9121422

 16. Deike L., Berhanu E., Falcon E. Energy flux measurement from the dissipated energy in capillary wave turbulence // Physical Review E. 2014. Vol. 89(2). P. 023003. URL: https://journals.aps.org/pre/abstract/10.1103/PhysRevE.89.023003 (дата обращения: 15.08.2023). doi: 10.1103/PhysRevE.89.023003

 17. Effect of synthetic detergents on soil erosion resistance / S. Chuchkalov, I. Fadeev, V. Alekseev, et al. // KnE Life Sciences. 2020. Vol. 5(1). P. 489–496. doi: 10.18502/kls.v5i1.6113

 18. Struff J.W. The Theory of Sound. Cambridge: Cambridge University Press, 2011. Vol. 2. P.318

 19. Противоэрозионная мелиорация в Республике Татарстан / М. М. Хисматуллин, А. Р. Валиев, М. М. Хисматуллин [и др.] // Вестник Казанского государственного аграрного университета. – 2022. – Т. 17, № 2 (66). – С. 47-54. – DOI 10.12737/2073-0462-2022-45-52.

 20. Совершенствование методологии оценки последствий эрозии почвы в полевых экспериментах / Ю. П. Сухановский, А. В. Прущик, В. А. Вытовтов [и др.] // Достижения науки и техники АПК. – 2022. – Т. 36, № 8. – С. 44-48. – DOI 10.53859/02352451_2022_36_8_44.

 1. Boardman J, Poesen J, Evans M. Slopes: soil erosion. Geological Society London Memoirs. 2022; Vol. 58(1). 241-255 p. doi:10.1144/M58-2021-4

 2. Lur'e IK, Lur'e MV. [Modeling of 3D changes in terrain due to slope erosion]. Geodeziya i kartografiya. 2023; Vol.84. 3. 35-42 p. doi: 10.22389/0016-7126-2023-993-3-35-42

 3. Kashutina EA, Yasinskii SV, Koronkevich NI. [Spring surface slope runoff on the Russian Plain in years of different water content]. Izvestiya Rossiiskoy akademii nauk. Seriya geograficheskaya. 2020; 1. 37-46 p. doi: 10.31857/S2587556620010100

 4. Pan CZ, Shangguan ZP. Experimental study on influence of rainfall and slope gradient on overland shallow flow hydraulics. Journal of Basic Science and Engineering. 2009; Vol.17(6). 843-851 p. doi: 10.3969/j.issn.1005-0930.2009.06.004

 5. Zheng H, Li XA, Deng YH. Physical modelling of hydraulic erosion rates on loess slopes. Water. 2022; Vol.14(9). 1344 p. doi: 10.3390/w14091344

 6. Chuchkalov S, Mikhaylov B, Lvova M, Alekseev V. Formation conditions and parameters of mini-landslides on agricultural slope landscapes. [Internet]. EBWFF 2023 - International Scientific Conference EBWFF. 2023; Vol.420. Part 1. 03014 p. [cited 2023, August 15]. Available from: https://www.e3s-conferences.org/articles/e3sconf/abs/2023/57/e3sconf_ebwff2023_03014/e3sconf_ebwff2023_03014.html. doi: 10.1051/e3sconf/202342003014

 7. Chalov RS, Ruleva SN, Mikhaylova NM. [Assessment of the morphodynamic complexity of a large river bed when planning water management measures (using the example of the Ob)]. Geografiya i prirodnye resursy. 2016; 1. 29-37 p.

 8. Sysuev VA, Maksimov II, Alekseev VV, Maksimov VI. [Obtaining the basic hydrophysical characteristics of soils based on three-dimensional models]. Doklady Rossiiskoy akademii sel'skokhozyaistvennykh nauk. 2013; 5. 63‑66 p.

 9. Alekseev V, Maksimov V, Chuchkalov S. Development of a criteria-based approach to agroecological assessment of slope agrolandscapes. Eastern-European Journal of Enterprise Technologies. 2018; Vol.6 10(96). 28-34 p. doi: 10.15587/1729-4061.2018.148623

 10. Ivanova KA, Gavrilyuk SL, Nkonga B. Formation and coarsening of roll-waves in shear shallow water flows down an inclined rectangular channel. Computers and fluids. 2017; Vol.159. 189-203 p. doi: 10.1016/j.compfluid.2017.10.004

 11. Zhao C, Gao J, Zhang M. Response of roll wave to suspended load and hydraulics of overland flow on steep slope. Catena. 2015; Vol.133. 394-402 p. doi: 10.1016/j.catena.2015.06.010

 12. Shmyrov A, Mizev A, Shmyrova A. Capillary wave method: an alternative approach to wave excitation and to wave profile reconstruction. [Internet]. Physics of Fluids. 2019; Vol.31(1). 012101 p. doi: 10.1063/1.5060666

 13. Slavchov RI, Peychev B., Said I. A. Characterization of capillary waves: a review and a new optical method. [Internet]. Physics of Fluids. 2021; Vol.33(10). 101303 p. [cited 2023, August 15]. Available from: https://qmro.qmul.ac.uk/ xmlui/bitstream/123456789/74320/2/Ismail%20Characterization%20of%20capillary%202021%20Accepted.pdf. doi: 10.1063/5.0066759

 14. Abdurakhimov LV, Levchenko AA, Remizov IA. Bidirectional energy cascade in surface capillary waves. [Internet]. Physical Review E. 2015; Vol.91(2). 023021 p. [cited 2023, August 15]. Available from: https://journals.aps.org/pre/abstract/10.1103/PhysRevE.91.023021. doi: 10.1103/PhysRevE.91.023021

 15. Tobisch E, Kartashov A. Energy spectra of ensemble of nonlinear capillary waves on a fluid. [Internet]. Journal of Marine Science and Engineering. 2021; Vol.9. 1422 p. [cited 2023, August 15]. Available from: https://mdpi-res.com/d_attachment/jmse/jmse-09-01422/article_deploy/jmse-09-01422.pdf. doi: 10.3390/jmse9121422

 16. Deike L, Berhanu E, Falcon E. Energy flux measurement from the dissipated energy in capillary wave turbulence. [Internet]. Physical Review E. 2014; Vol.89(2). 023003 p. [cited 2023, August 15]. Available from: https://journals.aps.org/pre/abstract/10.1103/PhysRevE.89.023003. doi: 10.1103/PhysRevE.89.023003

 17. Chuchkalov S, Fadeev I, Alekseev V. Effect of synthetic detergents on soil erosion resistance. KnE Life Sciences. 2020; Vol.5(1). 489-496 p. doi: 10.18502/kls.v5i1.6113

 18. Struff JW. The theory of sound. Cambridge: Cambridge University Press, 2011; Vol.2. 318 p.

 19. Khismatullin MM, Valiev AR, Khismatullin MM. [Anti-erosion reclamation in the Republic of Tatarstan]. Vestnik Kazanskogo gosudarstvennogo agrarnogo universiteta. 2022; Vol.17. 2(66). 47-54 p. – DOI 10.12737/2073-0462-2022-4552.

 20. Sukhanovskiy YuP, Prushchik AV, Vytovtov VA. [Improving the methodology for assessing the consequences of soil erosion in field experiments]. Dostizheniya nauki i tekhniki APK. 2022; Vol.36. 8. 44-48 p. – DOI 10.53859/02352451_2022_36_8_44.

Published

2026-07-22

How to Cite

Chuchkalov С. И. ., Alekseev В. В., Maksimov И. И. ., Kazakov Ю. Ф., & Khafizov К. А. . (2026). IMPROVING METHODS FOR DESIGNING SOIL PROTECTION TECHNOLOGIES ON SLOP AGRICULTURAL LANDSCAPE: DOI 10.12737/2073-0462-2023-111-116 УДК 631.4 . Vestnik of Kazan State Agrarian University, 18(3). Retrieved from http://vestnik-kazgau.ru/index.php/vestnik/article/view/240