Free Access
Math. Model. Nat. Phenom.
Volume 4, Number 5, 2009
Modelling of geographical processes and natural resources
Page(s) 89 - 99
Published online 02 October 2009
  1. O. Vasiliev. Mathematical modelling of hydraulic and hydrologic processes in water reservoirs and streams (Review of the RAS Siberian Branch publications). Vodnye resursy, 26 (1999), No. 5. 600–611 (Russian).
  2. A. Atavin, O. Vasiliev, A. Voevodin, S. Shugrin. Numerical methods of solution to one-dimensional problems of hydrodynamics. Vodnye resursy, 20 (1993), No. 4. 38–47 (Russian).
  3. J. Stoker. Water waves: the mathematical theory with applications. Moscow. Foreign Literature Publ, 1959 (Russian).
  4. J. Smagorinsky. General circulation experiments with the primitive equations: 1. the basic experiment. Mon. Weather Rev., 91 (1963), No 2, 99–164.
  5. B. Sanders. High resolution and non-oscillatory solution of the St. Venant equations in non-rectangular and non-prismatic channels. J. Hydrauloc Res., 39 (2001), No. 3, 236–244.
  6. A. Harten. On a class of high resolution total-variation-stable finite-difference schemes. SIAM Journal of Numerical analysis, 21 (1984), No. 1, 1–23. [CrossRef] [MathSciNet]
  7. V. Degtyarjov, Y. Dolzhenko, V. Shlychkov. Hydrotechnical construction of navigable waterways of Yakutsk traffic centre. Novosibirsk, Agros, 2007 (Russian).
  8. V. Shlychkov. Calculation of channel currents and transport of sediments on the basis of plain model for Novosibirsk reservoir. Proc. 10 International Symposium on River Sedimentation, Moscow, MGU, 3 (2007), 284–291.

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