Utilizing dynamic parallelism in CUDA to accelerate a 3D red-black successive over relaxation wind-field solver

QES-Winds is a fast-response wind modeling platform for simulating high-resolution mean wind fields for optimization and prediction. The code uses a variational analysis technique to solve the Poisson equation for Lagrange multipliers to obtain a mean wind field and GPU parallelization to accelerate the numerical solution of the Poisson equation. QES-Winds benefits from CUDA dynamic parallelism (launching the kernel from the GPU) to speed up calculations by a factor of 128 compared to the serial solver for a domain with 145 million cells. The dynamic parallelism enables QES-Winds to calculate mean velocity fields for domains with sizes of 10km2 and horizontal resolutions of 1-3m in under 1 min. As a result, QES-Winds is a numerical code suitable for computing high-resolution wind fields on large domains in real time, which can be used to model a wide range of real-world problems including wildfires and urban air quality. •Fast-response wind modeling platform that solves the Poisson equation for Lagrange multipliers.•Three GPU-solver implementations: dynamic-parallel, global memory, and shared memory.•All GPU solvers are faster than the CPU (serial) solver because of parallelization benefits.•The dynamic-parallel solver has improved data security compared to other GPU solvers.•Optimization and prediction for modeling winds for environmental applications is possible.