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The momentum equations are solved in the form of Stokes flow approximation.
To improve the subdivided-volume simulation of convection-related parameters, a modeling technique (boundary layer flow approximation) was devised.
Results show that the kinematic, diffusive and dynamic flow approximation provide least to highest accuracy, respectively, in recreating measured discharge.
A new variational finite element method is developed for nonlinear free surface gravity water waves using the potential flow approximation.
Flow distributions subject to flow path configurations leads to a significant pressure drop increase, which is neglected in the widely used sole-counter flow approximation.
In most of treated situations, the analytical solution, based on the parallel flow approximation, is founded to be in good agreement with a numerical solution.
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Similar trend is also observed for other geometric and flow approximations.
Within hydrological models, flow approximations are commonly used to reduce computation time.
The OpenLISEM hydrological model is extended to implement both these flow approximations and channel flooding based on dynamic flow.
In this presentation, the validity and performance of the kinematic, diffusive and dynamic flow approximations are investigated for use in a catchment-based flood model.
Furthermore, spatial resolutions are varied for the flood simulation in order to investigate the influence of spatial resolution on these flow approximations.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com