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They concluded that the re-normalization group (RNG) k ε turbulence model was not appropriate for modeling flow in hydrocyclones.
We present a method for modeling flow in porous media in the presence of complex fracture networks.
Upscaling of conductivity in models of aquifer flow is needed in order to reduce the numerical burden, especially when modeling flow in heterogeneous aquifers of 3D random structure.
The new model is very practical for modeling flow in fractured porous media, even for a geometrically complex fracture network with large hydraulic conductivity contrasts between fractures and the matrix.
The success in modeling flow in arbitrary shaped ducts and flow over isolated spheres using the same approach suggests that the present approach is also applicable to flow in porous media.
Application of a Eulerian-Eulerian approach to modeling flow in bubble column reactorsis discussed in detail.
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We present some numerical examples that illustrate the new flow model and how it is used to model flow in a reservoir.
In this paper we describe a fast parallel method for solving highly ill-conditioned saddle-point systems arising from mixed finite element simulations of stochastic partial differential equations (PDEs) modelling flow in heterogeneous media.
The shallow water equations are widely used to model flows in rivers and coastal areas.
The shallow water equations are used to model flows in rivers and coastal areas, and have wide applications in ocean, hydraulic engineering, and atmospheric modeling.
To develop the model, flow in eccentric annulus was investigated using computational fluid dynamics (CFD) technique (ANSYS Fluent).
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