"Numerical modeling of open channel flow"@en . . "P(ED1.1.00/02.0090), P(TA01020352)" . "Proceedings of the International Conference on Mathematics in Engineering & Business Management" . . "RIV/49777513:23520/12:43914953" . . "Stella Maris College, Chennai" . "Kopincov\u00E1, Hana" . "Brandner, Marek" . "978-81-8286-015-5" . . "Balance laws arise from many areas of engineering practice specifically from the fluid mechanics. Many numerical methods for the solution of these balanced laws were developed in recent decades. The finite volume methods are based on two views: solving hyperbolic conservative PDE (partial differential equations) with a nonzero source term, e.g. [13], [10] or solving the augmented nonconservative form with zero right hand side, e.g. [8], [12], [15]. Furthermore, the methods can be formulated using numerical fluxes, or so called waves and fluctuations. In this paper we try to formulate the methods in the most general form."@en . "Stella Maris College" . . . . . . "Chennai" . . . . "semidiscrete schemes; steady states; finite volume methods; Hyperbolic conservation laws"@en . . "[F55FA84D47DE]" . . . "Numerical modeling of open channel flow"@en . . "Numerical modeling of open channel flow" . "155018" . "RIV/49777513:23520/12:43914953!RIV13-MSM-23520___" . . . "3"^^ . "23520" . "Balance laws arise from many areas of engineering practice specifically from the fluid mechanics. Many numerical methods for the solution of these balanced laws were developed in recent decades. The finite volume methods are based on two views: solving hyperbolic conservative PDE (partial differential equations) with a nonzero source term, e.g. [13], [10] or solving the augmented nonconservative form with zero right hand side, e.g. [8], [12], [15]. Furthermore, the methods can be formulated using numerical fluxes, or so called waves and fluctuations. In this paper we try to formulate the methods in the most general form." . . "3"^^ . "2012-03-09+01:00"^^ . . "6"^^ . "Egermaier, Ji\u0159\u00ED" . "Numerical modeling of open channel flow" . .