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Parallel-In-Time For Moving Meshes
Author(s) -
Robert D. Falgout,
Thomas A. Manteuffel,
Ben S. Southworth,
Jacob N. Schroder
Publication year - 2016
Language(s) - English
Resource type - Reports
DOI - 10.2172/1239230
Subject(s) - parallel computing , computer science , parallelism (grammar) , bottleneck , polygon mesh , dimension (graph theory) , domain (mathematical analysis) , spacetime , theoretical computer science , computational science , scaling , software , algorithm , mathematics , computer graphics (images) , programming language , mathematical analysis , physics , geometry , quantum mechanics , pure mathematics , embedded system
With steadily growing computational resources available, scientists must develop e ective ways to utilize the increased resources. High performance, highly parallel software has be- come a standard. However until recent years parallelism has focused primarily on the spatial domain. When solving a space-time partial di erential equation (PDE), this leads to a sequential bottleneck in the temporal dimension, particularly when taking a large number of time steps. The XBraid parallel-in-time library was developed as a practical way to add temporal parallelism to existing se- quential codes with only minor modi cations. In this work, a rezoning-type moving mesh is applied to a di usion problem and formulated in a parallel-in-time framework. Tests and scaling studies are run using XBraid and demonstrate excellent results for the simple model problem considered herein.

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