A GPU Implementation for Two-Dimensional Shallow Water Modeling
نویسندگان
چکیده
Two dimensional water flow simulations are useful for engineering firms to model floods, river/reservoir behavior, and dam break scenarios. These models allow us to estimate the consequences of such events, which can determine the allocation of funds towards high-risk areas. Much of the work in flood modeling still uses one-dimensional solutions, which model the river as a series of cross-sectional slices spanning the entire breadth of the river. At each computational slice, they simulate water elevation and velocity based on the nearby upstream and downstream slices. The advantage of 1D solutions is that they vastly simplify the computational difficulty of the problem. However, they only model velocity in one direction per cross-sectional slice. This method works well for large, steady rivers with low lateral velocity, but
منابع مشابه
Lattice Boltzmann Method Application on Headwater at Lata Kinjang Waterfall, Malaysia
Headwater accident is a natural phenomenon that occurs in every flow channel, resulting in tremendous incidents that involve vulnerable lives and destruction of its surroundings. This study focuses on simulation of potential headwater accidents at Lata Kinjang waterfall (Perak, Malaysia) with the aim of understanding the behavior of headwater accidents from the hydraulic aspect. By deploying th...
متن کاملShallow Water Simulations on Multiple GPUs
We present a state-of-the-art shallow water simulator running on multiple GPUs. Our implementation is based on an explicit high-resolution finite volume scheme suitable for modeling dam breaks and flooding. We use row domain decomposition to enable multi-GPU computations, and perform traditional CUDA block decomposition within each GPU for further parallelism. Our implementation shows near perf...
متن کاملAn MPI-CUDA implementation of an improved Roe method for two-layer shallow water systems
The numerical solution of two-layer shallow water systems is required to simulate accurately stratified fluids, which are ubiquitous in nature: they appear in atmospheric flows, ocean currents, oil spills, . . .Moreover, the implementation of the numerical schemes to solve these models in realistic scenarios imposes huge demands of computing power. In this paper, we tackle the acceleration of t...
متن کاملDevelopment of a Finite-Difference Time Domain (FDTD) Model for Propagation of Transient Sounds in Very Shallow Water.
This finite-difference time domain (FDTD) model for sound propagation in very shallow water uses pressure and velocity grids with both 3-dimensional Cartesian and 2-dimensional cylindrical implementations. Parameters, including water and sediment properties, can vary in each dimension. Steady-state and transient signals from discrete and distributed sources, such as the surface of a vibrating p...
متن کاملA New Two Dimensional Model for Pollutant Transport in Ajichai River
Accurate prediction of pollution control and environmental protection need a good understanding of pollutant dynamics. Numerical model techniques are important apparatus in this research area. So a 2500 line FORTRAN 95 version code was conducted in which using approximate Riemann solver, couples the shallow water and pollution transport agents in two dimensions by the aid of unstructured meshes...
متن کاملذخیره در منابع من
با ذخیره ی این منبع در منابع من، دسترسی به آن را برای استفاده های بعدی آسان تر کنید
عنوان ژورنال:
- CoRR
دوره abs/1309.1230 شماره
صفحات -
تاریخ انتشار 2013