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A Power Saving Multiplication Algorithm

机译:节电乘法算法

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摘要

Multiplication is widely used in many applications. A number of multiplication algorithms like Booth algorithm, radix-n algorithm have been proposed in literature. This paper proposes multiplication algorithm for integers in sign magnitude notation. The magnitudes are the operands for the multiplication. The method divides the multiplier and multiplicand into slices of two bits. The partial products for all slices is calculated and added appropriately to give the result. The proposed algorithm is synthesized using Xilinx tool. An improvement in area utilization for ASIC configuration, improvement in power consumption for ASIC configuration with degradation in time is observed for the simulated algorithm. Degradation in FPGA area utilization with no change in power consumption and execution time degradation is observed. The proposed model can be extended for two's complement multiplication, floating point multiplication.
机译:乘法在许多应用中被广泛使用。文献中已经提出了许多乘法算法,例如Booth算法,radix-n算法。本文提出了一种以符号幅度符号表示整数的乘法算法。大小是乘法的操作数。该方法将乘数和被乘数分成两个位的片。计算所有切片的部分乘积,并适当地相加以得出结果。该算法是使用Xilinx工具进行综合的。对于仿真算法,可以观察到ASIC配置的面积利用率的提高,ASIC配置的功耗的提高以及时间的降低。观察到FPGA面积利用率下降,而功耗和执行时间却没有变化。所提出的模型可以扩展为二进制补码乘法,浮点乘法。

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