FPGA Implementation of Multiplier-Accumulator Unit using Vedic multiplier and Reversible gates

K. Rajesh, G. Reddy
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引用次数: 9

Abstract

The design of Multiplier-Accumulator (MAC) unit can be implemented by using the Vedic multiplier along with the reversible logic gates. The designing of Vedic multiplier is designed by using the new sutra called “Urdhava Triyagbhayam”. The performance of the MAC operation depends on the multiplier unit and the adder units. Here the designing of a multiplier and an adder can be designed by using the reversible gates to get the high speed of operation and also a Vedic multiplier is used for the higher performance, lesser area and to reduce the partial products. Nowadays reversible computing will take a more preferable for low power dissipation, higher speed of operation. Here, we proposed an 8, 16, 32, 64-bit Vedic multiplier is designed by using the carry save adder(CSA), the kogge stone adder(KSA) and the DKG adder out of these the proposed DKG gate adder is having the high speed of operation. The comparative analysis is carried out among the ripple carry adder (RCA), carry save adder, kogge stone adder. Finally, it has been proved that the proposed DKG gate with Vedic multiplier-adder is having the high speed of operation. The overall Simulation and synthesis process is carried out with Xilinx ISE 14.7 and is dumped on the FPGA Zynq board.
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使用Vedic乘法器和可逆门的乘法器-累加器单元的FPGA实现
利用吠陀乘法器和可逆逻辑门,可以实现乘数-累加器(MAC)单元的设计。吠陀乘数的设计是通过使用新的经典“Urdhava Triyagbhayam”来设计的。MAC操作的性能取决于乘法器和加法器。利用可逆门设计乘法器和加法器,可以获得较高的运算速度,同时利用吠陀乘法器获得更高的性能、更小的面积和更少的局部积。目前,可逆计算更倾向于低功耗、高运算速度。在这里,我们提出了一个8,16,32位的吠陀乘法器,通过使用进位保存加法器(CSA), kogge石加法器(KSA)和DKG加法器来设计,其中所提出的DKG门加法器具有较高的运行速度。对波纹进位加法器(RCA)、进位加法器、柯格石加法器进行了比较分析。最后,实验证明了所提出的带有吠陀乘加器的DKG门具有较高的运算速度。整个仿真和合成过程使用Xilinx ISE 14.7进行,并将其转储在FPGA Zynq板上。
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