Regional hydrology studies are often supported by high-resolution simulations of subsurface flow that require expensive and extensive computations. Efficient usage of the latest high performance parallel computing systems becomes a necessity. The simulation software ParFlow has been demonstrated to meet this requirement and shown to have excellent solver scalability for up to 16,384 processes. In the present work, we show that the code requires further enhancements in order to fully take advantage of current petascale machines. We identify ParFlow’s way of parallelization of the computational mesh as a central bottleneck. We propose to reorganize this subsystem using fast mesh partition algorithms provided by the parallel adaptive mesh refi...
Hydraulic and hydrodynamic numerical models have become critical tools in doing research, forecastin...
The objectives of this research are (1) to parallelize a suite of multiregion groundwater flow and s...
Many physical problems involve spatial and temporal inhomogeneities that require a very fi...
We present the results of a unique, parallel scaling study using a 3-D variably saturated flow probl...
As hydrological data becomes more in-depth and is measured at higher resolutions, the need for a fas...
State-of-the-art geoscience simulations are tending towards ever increasing model complexity. This i...
Three-dimensional vadose zone models are used more and more for solving hydrological problems on a b...
This project is concerned with the PF.WRF model as a means to enable more accurate predictions of wi...
Surface flow and subsurface flow constitute a naturally linked hydrologic continuum that has not tra...
Data availability at global scale is increasing exponentially. Although considerable challenges rema...
In order to run CFD codes more efficiently on large scales, the parallel computing has to be employe...
This paper proposes a scalable two-level parallelization method for distributed hydrological models ...
The research features how parallel computing can advance hydrological performances associated with d...
High-fidelity and large-scale hydrological models are increasingly used to investigate the impacts o...
. An explicit finite element scheme based on a two step Taylor-Galerkin algorithm allows the solutio...
Hydraulic and hydrodynamic numerical models have become critical tools in doing research, forecastin...
The objectives of this research are (1) to parallelize a suite of multiregion groundwater flow and s...
Many physical problems involve spatial and temporal inhomogeneities that require a very fi...
We present the results of a unique, parallel scaling study using a 3-D variably saturated flow probl...
As hydrological data becomes more in-depth and is measured at higher resolutions, the need for a fas...
State-of-the-art geoscience simulations are tending towards ever increasing model complexity. This i...
Three-dimensional vadose zone models are used more and more for solving hydrological problems on a b...
This project is concerned with the PF.WRF model as a means to enable more accurate predictions of wi...
Surface flow and subsurface flow constitute a naturally linked hydrologic continuum that has not tra...
Data availability at global scale is increasing exponentially. Although considerable challenges rema...
In order to run CFD codes more efficiently on large scales, the parallel computing has to be employe...
This paper proposes a scalable two-level parallelization method for distributed hydrological models ...
The research features how parallel computing can advance hydrological performances associated with d...
High-fidelity and large-scale hydrological models are increasingly used to investigate the impacts o...
. An explicit finite element scheme based on a two step Taylor-Galerkin algorithm allows the solutio...
Hydraulic and hydrodynamic numerical models have become critical tools in doing research, forecastin...
The objectives of this research are (1) to parallelize a suite of multiregion groundwater flow and s...
Many physical problems involve spatial and temporal inhomogeneities that require a very fi...