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Communication Scheme Design for Parallel Architecture Implemented in a FPGA for Solution of Linear Equation Systems

机译:用FPGA实现并行架构的通信方案设计,以解决线性方程组

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This paper presents a communication scheme design with VHDL language for parallel array of processors implemented in a Field Programmable Gate Array (FPGA) for the solution of linear equation systems. The solution is performed using the division-free Gaussian elimination method. This algorithm was implemented in integrated processors in a FPGA Spartan 3 of Xilinx. The communication design uses read/write communication channels. These channels transmit the coefficients calculated with division free Gaussian elimination method from Processor Elements (PE) to another in the array of parallel architecture. Vertical channels are used for the columns onto the processor grid whereas horizontal channels are used for rows. A top-down design was used. The proposed architecture can handle IEEE 754 single and double precision floating-point data and the architecture is implemented in 240 identical processors.
机译:本文提出了一种采用VHDL语言的通信方案设计,用于在现场可编程门阵列(FPGA)中实现的处理器并行阵列,以解决线性方程组问题。该解决方案使用无除数高斯消除方法执行。该算法是在Xilinx的FPGA Spartan 3中的集成处理器中实现的。通信设计使用读/写通信通道。这些通道将使用无除法高斯消除方法计算出的系数从处理器元素(PE)传输到并行体系结构阵列中的另一个。垂直通道用于处理器网格上的列,而水平通道用于行。使用了自上而下的设计。所提出的体系结构可以处理IEEE 754单精度和双精度浮点数据,并且该体系结构在240个相同的处理器中实现。

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