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Skip to Search Results- 1Computational Hydraulics
- 1Friction Dominated Case
- 1Ice floes--Mathematical models
- 1Ice mechanics--Mathematical models
- 1Ice on rivers, lakes, etc.--Mathematical models
- 1Open channel flow model
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Fall 2011
An analysis framework to study the friction term dominated steady state 1D Saint-Venant equations is developed using a non-uniform flow test case and Fourier analysis. In the non-uniform flow test, a sudden bed perturbation is introduced, and in the Fourier analysis, a periodic bed perturbation...
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Spring 2012
This study focuses on two issues of open channel flow modeling. First the convergence behavior of preconditioned Krylov subspace methods: Generalized Minimal Residual (GMRES) and Bi-Conjugate Gradient Stabilized (BiCGSTAB) is investigated for the open channel flow model River2D with Jacobi,...
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Fall 2009
It is known that discrete ice floes approaching an ice cover from upstream will either contribute to the lengthening of the ice cover, or will become entrained in the flow. Knowledge of the hydrodynamic forces acting on individual ice floes is an important component of any model attempting to...