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THE DATA TRANSFER KIT: A GEOMETRIC RENDEZVOUS-BASED TOOL FOR MULTIPHYSICS DATA TRANSFER

机译:数据传输工具包:一种用于多物理场数据传输的基于几何交会的工具

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The Data Transfer Kit (DTK) is a software library designed to provide parallel data transfer services for arbitrary physics components based on the concept of geometric rendezvous. The rendezvous algorithm provides a means to geometrically correlate two geometric domains that may be arbitrarily decomposed in a parallel simulation. By repartitioning both domains such that they have the same geometric domain on each parallel process, efficient and load balanced search operations and data transfer can be performed at a desirable algorithmic time complexity with low communication overhead relative to other types of mapping algorithms. With the increased development efforts in multiphysics simulation and other multiple mesh and geometry problems, generating parallel topology maps for transferring fields and other data between geometric domains is a common operation. The algorithms used to generate parallel topology maps based on the concept of geometric rendezvous as implemented in DTK are described with an example using a conjugate heat transfer calculation and thermal coupling with a neutronics code. In addition, we provide the results of initial scaling studies performed on the Jaguar Cray XK6 system at Oak Ridge National Laboratory for a worse-case-scenario problem in terms of algorithmic complexity that shows good scaling on O(1 × 10~4) cores for topology map generation and excellent scaling on O(1 × 10~5) cores for the data transfer operation with meshes of O(1 × 10~9) elements.
机译:数据传输工具包(DTK)是一个软件库,旨在根据几何集合点的概念为任意物理组件提供并行数据传输服务。集合点算法提供了一种将两个几何域进行几何关联的方法,该两个几何域可以在并行模拟中任意分解。通过对两个域进行重新划分,以使它们在每个并行过程中具有相同的几何域,可以相对于其他类型的映射算法以较低的通信开销,在所需的算法时间复杂度下执行高效且负载平衡的搜索操作和数据传输。随着多物理场仿真以及其他多个网格和几何问题中开发工作的不断增加,生成用于在几何域之间传输场和其他数据的并行拓扑图是一种常见的操作。使用共轭传热计算和与中子学代码的热耦合示例,描述了DTK中实现的基于几何集合体概念生成并行拓扑图的算法。此外,我们提供了在Oak Ridge国家实验室的Jaguar Cray XK6系统上进行的初始缩放研究的结果,该算法针对算法条件复杂性较差的情况,在O(1×10〜4)核上具有良好的缩放能力用于生成拓扑图,并在O(1×10〜5)核上具有出色的缩放比例,以进行O(1×10〜9)元素网格的数据传输操作。

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