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Prototyping of Nonlinear Time-Stepped Finite Element Simulation for Linear Induction Machines on Parallel Reconfigurable Hardware

机译:并联可重构硬件上线性感应电机的非线性时步有限元仿真原型

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摘要

The finite element method (FEM) is widely used for accurate design and analysis of electric machines; however, it suffers from long execution time. In this paper, for the first time hardware acceleration of two-dimensional FEM for a single-sided linear induction motor on the field programmable gate array (FPGA) is proposed. The nonlinearity of the iron core as well as the movement are taken into consideration. A new sparse solver is proposed based on left-looking Gilbert–Peierls algorithm for the system of linear equations of FEM that need to be solved in different iterations and time steps. Implementation of the model is performed in a massively paralleled and deeply pipelined hardware architecture using VHDL coding with single precision floating-point number representation. The proposed emulation was performed at various time steps resulting in significant average speedup of 9.73 times in comparison with JMAG-Designer as a commercial finite element software, and the overall hardware latency of each time step for the emulation was 49.2 ms in average with minimum achievable FPGA clock of 5.59 ns.
机译:有限元方法(FEM)被广泛用于电机的精确设计和分析。但是,它执行时间长。本文首次提出了在现场可编程门阵列(FPGA)上对单侧线性感应电动机进行二维FEM的硬件加速。考虑铁芯的非线性以及运动。针对需要在不同迭代和时间步中求解的有限元线性方程组,基于左眼Gilbert-Peierls算法,提出了一种新的稀疏求解器。使用具有单精度浮点数表示形式的VHDL编码,在大规模并行且深度管道化的硬件体系结构中执行该模型的实现。与作为商业有限元软件的JMAG-Designer相比,在不同的时间步执行拟议的仿真,可显着提高平均9.73倍的速度,并且仿真每个时间步的总体硬件延迟平均为49.2毫秒,且可实现的最小值FPGA时钟为5.59 ns。

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