2018
DOI: 10.1016/j.compfluid.2018.03.007
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Load balance and parallel I/O: Optimising COSA for large simulations

Abstract: This paper presents the optimisation of the parallel functionalities of the Navier-Stokes Computational Fluid Dynamics research code COSA, a finite volume structured multi-block code featuring a steady solver, a general purpose time-domain solver, and a frequency-domain harmonic balance solver for the rapid solution of unsteady periodic flows. The optimisation focuses on improving the scalability of the parallel input/output functionalities of the code and developing an effective and user-friendly load balanci… Show more

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Cited by 7 publications
(7 citation statements)
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“…The code also features an efficient harmonic balance solver for the rapid solution of wind turbine unsteady periodic flows, which has been shown to reduce by up to 50 times the runtime for the NS CFD analysis of fixedbottom HAWT rotors with respect to the conventional time-domain NS method [6,19,28]. COSA has a highly efficient parallelization of both its computing and IO sections [29], and distributed-memory (MPI) simulations have been efficiently…”
Section: Space Discretization and Numerical Integrationmentioning
confidence: 99%
“…The code also features an efficient harmonic balance solver for the rapid solution of wind turbine unsteady periodic flows, which has been shown to reduce by up to 50 times the runtime for the NS CFD analysis of fixedbottom HAWT rotors with respect to the conventional time-domain NS method [6,19,28]. COSA has a highly efficient parallelization of both its computing and IO sections [29], and distributed-memory (MPI) simulations have been efficiently…”
Section: Space Discretization and Numerical Integrationmentioning
confidence: 99%
“…The code also features an efficient harmonic balance solver for the rapid solution of wind turbine unsteady periodic flows, which has been shown to reduce by up to 50 times the runtime for the NS CFD analysis of fixed-bottom HAWT rotors with respect to the conventional time-domain NS method [6,19,28]. COSA has a highly efficient parallelization of both its computing and IO sections [29], and distributed-memory (MPI) simulations have been efficiently run with up to 16,000 cluster cores [25].…”
Section: Compressible Cfd Solver Space Discretization and Numerical Integrationmentioning
confidence: 99%
“…COSA has been shown to exhibit good parallel scaling to large numbers of MPI processes with a sufficiently large test case [14]. running the simulation, meaning it is not possible to run using a single process or node from the test systems we had access to.…”
Section: Hpcgmentioning
confidence: 99%