Laboratory and Mathematical Modeling Aspects of Impurity Distribution in Permafrost Riverbeds

被引:0
|
作者
Debolskaya E.I. [1 ,2 ]
Ostyakova A.V. [1 ,2 ]
Ivanov A.V. [3 ]
机构
[1] Water problems Institute of the Russian Academy of Sciences, Moscow
[2] National Research Moscow State University of Civil Engineering, Moscow
[3] Politecnico di Torino, Torino
关键词
impurity propagation; laboratory experiments; mathematical modeling; permafrost zone; riverbed deformation;
D O I
10.1007/s10749-021-01370-8
中图分类号
学科分类号
摘要
The results of laboratory experiments on the distribution of impurity released by melting an ice plate placed in the coastal slope of a riverbed model in a hydraulic flume, as well as the determination of the filtration coefficient of wet sand with ice inclusions are presented in this paper. The obtained data were used to validate and verify the mathematical model of impurity propagation in deformable riverbeds of the permafrost zone. On the basis of the results of numerical and laboratory experiments, new dependencies of the propagation speed and impurity concentration on external thermal parameters, channel morphometry, and channel-forming soil characteristics were obtained. © 2021, Springer Science+Business Media, LLC, part of Springer Nature.
引用
收藏
页码:384 / 389
页数:5
相关论文
共 50 条
  • [21] Some aspects of the mathematical modeling of the Earth rotation
    Pashkevich, VV
    NEW TRENDS IN SPACE GEODESY, 2002, 30 (02): : 387 - 392
  • [22] Mathematical aspects in the modeling of urban environmental quality
    Fernández, I
    Pacheco, JM
    INTEGRATIVE SYSTEMS APPROACHES TO NATURAL AND SOCIAL DYNAMICS, 2001, : 235 - 248
  • [23] BIOMECHANICAL ASPECTS OF PERTHES DISEASE (MATHEMATICAL MODELING)
    Fizor, V. D.
    Korolkov, O. I.
    Karpinsky, M. Yu.
    Karpinska, O. D.
    Yaresko, O. V.
    WORLD OF MEDICINE AND BIOLOGY, 2024, 87 (01): : 172 - 177
  • [24] Some mathematical aspects of market impact modeling
    Schied, Alexander
    Slynko, Alla
    SURVEYS IN STOCHASTIC PROCESSES, 2011, : 153 - +
  • [25] Mathematical and physical aspects of Kappa velocity distribution
    Hau, L. -N.
    Fu, W. -Z.
    PHYSICS OF PLASMAS, 2007, 14 (11)
  • [26] Mathematical modeling for nodule size distribution
    Ikeda, J
    Fukunaga, A
    Suga, Y
    Hori, K
    BIOLOGICAL NITROGEN FIXATION, SUSTAINABLE AGRICULTURE AND THE ENVIRONMENT, 2005, 41 : 203 - 204
  • [27] Mathematical modeling of microimpurity distribution in a crystal
    Kol'tsova, EM
    Vasil'eva, LV
    Belyaev, NA
    Shilov, NI
    RUSSIAN JOURNAL OF PHYSICAL CHEMISTRY, 2000, 74 (07): : 1050 - 1053
  • [28] Mathematical modeling of the distribution of galaxies in the universe
    Uchaikin V.V.
    Journal of Mathematical Sciences, 1997, 84 (3) : 1175 - 1178
  • [29] Transient Modeling of Permafrost Distribution From 1986 to 2016 in Mongolia
    Ishikawa, Mamoru
    Westermann, Sebastian
    Jambaljav, Yamkhin
    Dashtseren, Avirmed
    Hiyama, Tetsuya
    Endo, Nobuhiko
    Etzelmueller, Bernd
    PERMAFROST AND PERIGLACIAL PROCESSES, 2024, 35 (03) : 326 - 339
  • [30] Modeling Present and Future Permafrost Distribution at the Seward Peninsula, Alaska
    Debolskiy, M., V
    Nicolsky, D. J.
    Hock, R.
    Romanovsky, V. E.
    JOURNAL OF GEOPHYSICAL RESEARCH-EARTH SURFACE, 2020, 125 (08)