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Massive Parallel Computing with NUMECA FINE™/Open

Posted By: Numeca International
Date:Mon, 7 Aug 2017, 2:29 p.m.

Recent developments in NUMECA FINE™/Open have yielded impressive improvements in massively parallel performance. More than just improving the scalability of the solver iteration loop, these developments have affected all phases of a typical simulation: solver startup, iteration, and the solution writing.Taken together, these developments allow efficient performance with over 20,000 processes and have made rapid turnaround of high resolution time accurate simulations a reality.

In recent years there has been a shift in industrial turbomachinery design and analysis to higher fidelity, higher cost, time-accurate simulations in place of traditional steady state analysis. These simulations allow a deeper understanding of blade passing interaction and other time-varying phenomena which can negatively impact design efficiency. However, this type of simulation presents many significant software challenges:

Recent developments in the NUMECA FINE™/Open solver have addressed both of these problems. First, optimizations to the MPI-based parallel model have yielded efficient parallel performance with over 20,000 processes and a per-process load of less than 30K cells. Second, a comprehensive parallel I/O solution has been implemented with the CGNS-3 file format, allowing scalable initialization, checkpointing, and shutdown of the FINE™/Open solver at any scale.

Numeca FINE/Open speedup chart

Fig 1: FINE/Open Parallel Performance. 6e8 Cell Mesh, Unsteady DES Solved on the OLCF Titan Supercomputer.

Taken together, these developments have allowed massive unsteady simulations which would have been otherwise unfathomable. In collaboration with Dresser-Rand, high resolution turbomachinery DES simulations have been performed on the OLCF Titan supercomputer using mesh configurations with between 8e7 and 6e8 cells, the largest of which were solved on over 20,000 compute processes. Using the CPUBooster™ module for rapid convergence, and taking advantage of the efficient parallel performance of the FINE™/Open solver, it is now possible to complete each time step in less than 4 minutes including the solution write. This allows a complete solution turnaround time on the order of a few days.

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