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Implementation of a high speed low power DSP co-processor based on clock gating and vedic mathematics

机译:基于时钟门控和吠陀数学的高速低功耗DSP协处理器的实现

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This paper presents a computational technique called “Vedic Mathematics” coupled with clock gating for designing a DSP co-processor that is fast as compared to other processors having conventional multiplier designs. A processor's speed is essentially determined by the speed of its multiplier and MAC blocks. In this paper we have designed a high-speed 16×16 bit multiplier. This architecture employs the process of vertical and crossed multiplication of the multiplier and multiplicand. The code for the proposed Vedic multiplier is written in Verilog HDL language followed by synthesis using EDA tool, Xilinx ISE 14.3. Finally, a comparison is made between Vedic and booth multiplier. As expected, the performance of proposed design is found slightly better in terms of area (FPGA resources). The delay analysis of Vedic versus Booth multiplier shows that Vedic method provides for faster execution speeds[1].
机译:本文介绍了一种称为“Vedic Mathematics”的计算技术,其时钟门控用于设计与具有传统乘法器设计的其他处理器相比快速的DSP协处理器。处理器的速度基本上由乘法器和MAC块的速度决定。在本文中,我们设计了一个高速16×16位倍增器。该架构采用乘法器和乘法的垂直和交叉乘法的过程。建议的Vedic乘法器代码以Verilog HDL语言编写,然后使用EDA工具合成,Xilinx ISE 14.3。最后,Vedic和Booth乘数之间的比较。正如预期的那样,在面积(FPGA资源)方面,所提出的设计的性能稍微发现。 Vedic与展位倍增器的延迟分析显示,Vedic方法提供更快的执行速度[1]。

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