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Multi-frequency sweeping method for periodic steady-state computations on the graphics processor unit

机译:用于图形处理器单元上的周期性稳态计算的多频扫描方法

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This paper presents the parallelization of the multi-frequency hybrid backward/forward sweeping (BFS) technique on a graphics processor unit (GPU). Primarily, the intrinsic layer structure of a radial network, typical topology of distribution systems, and its multi-frequency behavior are exploited for parallelization of the hybrid BFS method on the GPU. The less computational demanding tasks, e.g., error computation and simple vectorized operations, are assigned to the CPU. The network solution is performed in the Matlab~® environment using compute unified device architecture (CUDA). The computational time required by the GPU/CPU BFS implementation is compared with a CPU-only program by solving four networks of different sizes. Validation of the multi-frequency BFS results is made through a CPU implementation of a Newton-type solution scheme. The significant reduction in the computational time of the parallelized GPU implementation of the hybrid BFS method combined with its ability to include a wide range of frequencies and to handle nonlinear components makes it suitable for real-time online applications.
机译:本文介绍了图形处理器单元(GPU)上多频混合后向/前向扫描(BFS)技术的并行化。首先,利用径向网络的本征层结构,配电系统的典型拓扑及其多频行为来对GPU上的混合BFS方法进行并行化。计算要求较低的任务(例如错误计算和简单的矢量化操作)已分配给CPU。该网络解决方案是在Matlab〜®环境中使用统一计算设备体系结构(CUDA)执行的。通过解决四个不同大小的网络,将GPU / CPU BFS实现所需的计算时间与仅CPU程序进行了比较。通过牛顿型解决方案的CPU实现来验证多频BFS结果。混合BFS方法的并行GPU实施的计算时间显着减少,加上其能够包含多种频率和处理非线性分量的能力,使其适合于实时在线应用程序。

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