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Partial product generator for signed binary multipliers

机译:有符号二进制乘法器的部分乘积生成器

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摘要

Signed binary multiplication is the essential part of all digital processing needs. The digital processing is inseparable part in microprocessor, microcontroller, digital image processing, data manipulation, etc. In this paper, a method to generate the partial products which are generated in the multiplication process is being proposed, in order to reduce the computational efforts in the multiplication process. We illustrated the booth method for radix-2, radix-4 and for signed multiplication. We also include a redundant adder which increases the speed of addition process which is required in the multiplication process. To implement the redundant multiplier and redundant adder booths algorithm radix-4 is used. The booth encoding and decoding technique is used to implement the redundant multiplier. To speed up the redundant multiplication process a method is proposed to eliminate the error correction word which is required in the redundant binary multiplication process. In this paper we will deal with different approaches for generating the partial products and to reduce the partial products needed for multiplication process. The methods are implemented in Xilinx, the analysis for each multiplier is made.
机译:有符号的二进制乘法是所有数字处理需求中必不可少的部分。数字处理是微处理器,微控制器,数字图像处理,数据处理等不可分割的部分。本文提出了一种生成乘法过程中产生的部分乘积的方法,以减少计算中的工作量。乘法过程。我们说明了用于基数2,基数4和有符号乘法的展位方法。我们还包括一个冗余加法器,它可以提高乘法过程中所需的加法速度。为了实现冗余乘法器和冗余加法器包算法,使用了radix-4。展位编码和解码技术用于实现冗余乘法器。为了加快冗余乘法过程,提出了一种消除冗余二进制乘法过程中需要的纠错字的方法。在本文中,我们将处理生成部分乘积并减少乘法过程所需的部分乘积的不同方法。这些方法在Xilinx中实现,并对每个乘数进行分析。

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