Mathematical modeling of the terrigenous sedimentation in the Sea of Azov

被引:0
|
作者
V. V. Sorokina
S. V. Berdnikov
机构
[1] Russian Academy of Sciences,Southern Scientific Center
来源
Oceanology | 2008年 / 48卷
关键词
Bottom Sediment; Dust Storm; Sedimentation Intensity; Negative Balance; Terrigenous Sedimentation;
D O I
暂无
中图分类号
学科分类号
摘要
Based on balance calculations with the use of a spatially detailed mathematical model for transport and sedimentation of the particulate matter adjusted to the conditions of the Sea of Azov, particular spatiotemporal features of the terrigenous sedimentation in the second half of the 20th century are recognized. The general tendency for the deceleration of the accumulation of terrigenous sediments and for the decrease in the areas with a negative balance of the terrigenous matter is related to the 2.5-fold fall in the volumes of the matter supplied from land. During the period considered, the intensity of the sedimentation decreased from 1000 to 400 g/m2/year. The accumulation of terrigenous sediments proceeds in the regions where the sources of the matter supply are concentrated and where features of the bottom morphology and hydrodynamical activity are favorable for the sedimentation: in Taganrog and Temryuk bays. In the central part of the sea, the intensity of the sedimentation comprises a value of about 300 g/m2/year. In Taganrog Bay and in the sea proper, areas with a negative balance of terrigenous sedimentary matter increased up to 30%.
引用
收藏
页码:418 / 427
页数:9
相关论文
共 50 条
  • [31] Remote sensing and modeling of the evolution of suspended matter in the Sea of Azov
    Shulga, Tatiana Ya.
    Suslin, Vyacheslav V.
    24TH INTERNATIONAL SYMPOSIUM ON ATMOSPHERIC AND OCEAN OPTICS: ATMOSPHERIC PHYSICS, 2018, 10833
  • [32] SIMULATION MODELING OF THE ABUNDANCE DYNAMICS OF AZOV SEA FISH POPULATIONS
    VOROVICH, II
    DOMBROVSKII, IA
    ZHDANOV, IA
    OBUSHCHENKO, NI
    SURKOV, FA
    DOKLADY AKADEMII NAUK SSSR, 1986, 289 (04): : 809 - 812
  • [33] Modeling of long waves in the Sea of Azov generated by cyclone propagation
    Eremeev, VN
    Konovalov, AV
    Manilyuk, YV
    Cherkesov, LV
    OCEANOLOGY, 2000, 40 (05) : 616 - 623
  • [34] MATHEMATICAL-MODELING OF SEDIMENTATION PROCESSES IN A CENTRIFUGE
    CHRISTOV, K
    TODOROVA, G
    KENDEROV, P
    KENDEROVA, J
    LECTURE NOTES IN CONTROL AND INFORMATION SCIENCES, 1990, 143 : 725 - 730
  • [35] Mathematical modeling of sedimentation of a rarefied cloud of particles
    Elkin K.E.
    Vasenin I.M.
    Russian Physics Journal, 1999, 42 (3) : 333 - 336
  • [36] MATHEMATICAL-MODELING OF POLYDISPERSE SUSPENSIONS SEDIMENTATION
    FLOTATS, X
    HUNGARIAN JOURNAL OF INDUSTRIAL CHEMISTRY, 1995, 23 (03): : 215 - 221
  • [37] MATHEMATICAL-MODELING OF SEDIMENTATION PROCESSES IN A CENTRIFUGE
    CHRISTOV, K
    TODOROVA, G
    KENDEROV, P
    KENDEROVA, J
    SEPARATION SCIENCE AND TECHNOLOGY, 1991, 26 (09) : 1257 - 1265
  • [38] Long-term changes in the benthic communities of the Sea of Azov related to the sedimentation and hydrological regime
    G. G. Matishov
    I. V. Shokhin
    M. V. Nabozhenko
    V. V. Pol’shin
    Oceanology, 2008, 48 : 390 - 400
  • [39] Long-term changes in the benthic communities of the Sea of Azov related to the sedimentation and hydrological regime
    Matishov, G. G.
    Shokhin, I. V.
    Nabozhenko, M. V.
    Pol'shin, V. V.
    OCEANOLOGY, 2008, 48 (03) : 390 - 400
  • [40] The microphytobenthos of the Sea of Azov
    Ryabushko, L. I.
    Bondarenko, A. V.
    RUSSIAN JOURNAL OF MARINE BIOLOGY, 2017, 43 (04) : 249 - 254