Preview

Geomorfologiya i Paleogeografiya

Advanced search

MATHEMATICAL AND GEOMORPHOLOGICAL MODELING OF THE EROSION LANDSCAPES

https://doi.org/10.15356/0435-4281-2016-3-36-45

Abstract

The identifying of characteristics of the landscape with regard to their belonging to various elements of the relief, the determination of the changes in time and space, the consequences forecast of natural-anthropogenic and anthropogenic impacts on geoecosystem are conducted as a result of the mathematical and geomorphological modeling of the landscapes subjected to erosion and the use geographic information for analysis of degradation. GIS modeling and mapping are carried out taking into account many-sided information from distributed and concentrated databases, high-resolution satellite imagery, space map and DEM. The authors developed a modified model of the system “Height – Shape slope – Length” in view of its reference to the center of mass. It was found that most of the slopes profile has the view of an S-shaped curve, which is described by the logistic function provided in normalized values with a high correlation coefficient (more than 0.995)

h(l) = (100 – 5t)/(1 + 69.7 · exp((0.434 – 0.033t) · l + (2.59t – 35))) + 5t.

where: h(l) – current height of a profile, %; 69.7 – coefficient determining the position of the mass center system “Height – Length – Shape slope”; 0.434 and 0.033 – factors that determine the shape and incline of the curve; l – the width of the profile section,%; t – the period of normalized time.

At that, digital models of status and dynamics of relief in connection with the geocoded information, and the space images of the studied surface of allow to determine the spatial disposition, shape and topology of geoecosystems. Modeling of landscapes is the basis for identifying the existing erosion relief, as it refl ects already established, for some time, situation, as well as when identifying stable relationships allows predicting the erosion state of such landscapes.

About the Authors

A. S. RULEV
All-Russian Scientific Research Agroforestry Institute
Russian Federation
Volgograd


V. G. YUFEREV
All-Russian Scientific Research Agroforestry Institute
Russian Federation
Volgograd


References

1. Karandeeva M.V. Geomorfologiya evropeiskoi chasti SSSR (Geomorphology of the USSR European part). M.: Izd-vo MGU (Publ.), 1957. P. 314.

2. Dedkov A.P. Eroziya i stok nanosov na Zemle (Erosion and sediment yield on the Earth). Kazan: Izd-vo KazGU (Publ.), 1984. P. 264.

3. Bastrakov G.V. Erosional rock strength // Geomorfologiya (Geomorphology RAS). 1977. No 2. P. 52-55 (in Russ.).

4. Yuferev V.G., Kulik K.N., Rulev A.S., Mushaeva K.B., Kosheleva A.V., Dorokhina Z.P., Berezovikova O.Yu. Geoinformatsionnye tekhnologii v agrolesomelioratsii (Geoinformational technologies in agronomical amelioration). Volgograd: VNIALMI (Publ.), 2010. P. 102.

5. Trofimov A.M., Moskovkin V.M. Matematicheskoe modelirovanie v geomorfologii sklonov (Mathematical modeling in slope geomorphology). Kazan: Izd-vo KazGU (Publ.), 1983. P. 219.

6. Tikunov V.S. Modelirovanie v kartografii (Modeling in mapping). M.: Izd-vo MGU (Publ.), 1997. P. 405.

7. Garshinev E.A. Erozionno-gidrologicheskii protsess i lesomelioratsiya: teoriya i modeli (Erosion-hydrological processes and forest reclamation: theory and models). Volgograd: VNIALMI (Publ.), 1999. P. 196.

8. Kazanskii B.A. Diffusion equation role in mathematical geomorphology // Geomorfologiya (Geomorphology RAS). 1990. No 2. P. 20-26.

9. Rulev A.S., Yuferev V.G. Cartographical and geoinformational modeling in agronomical amelioration, in Matematicheskie modeli i informatsionnye tekhnologii v sel'skokhozyaistvennoi biologii: itogi i perspektivy (Mathematical models and information technology in agricultural biology: results and prospects). Materials of All-Russ. Conf., SPb.: AFI (Publ.), 2010. P. 68-71.

10. Kerzhentsev A.S., Maisner R., Demidov V.V., Ollesh G., Sukhanovskii Yu.P., Volokitin M.P., Kistner I., Kolomiitsev N.V., Rode M., Son B.K., Bykhovets S.S., Demin D.V., Piskunov A.N., Il'ina T.A., Kiseleva O.E. Modelirovanie erozionnykh protsessov na territorii malogo vodosbornogo basseina (Modeling of erosion processes on the territory of small catchment basin). M.: Nauka (Publ.), 2006. P. 224.

11. Novakovskii B.A., Prasolov S.V., Prasolova A.I. ifrovye modeli rel'efa real'nykh i abstraktnykh geopolei (Digital elevation model of real and abstract geofield). M.: Nauch. Mir (Publ.), 2003. P. 104.


Review

For citations:


RULEV A.S., YUFEREV V.G. MATHEMATICAL AND GEOMORPHOLOGICAL MODELING OF THE EROSION LANDSCAPES. Geomorfologiya. 2016;(3):36-45. (In Russ.) https://doi.org/10.15356/0435-4281-2016-3-36-45

Views: 564


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


ISSN 2949-1789 (Print)
ISSN 2949-1797 (Online)