高效可逆浮点运算单元的设计与开发

J. Jain, R. Agrawal
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引用次数: 13

摘要

对于非常大或很小的数的计算或表示,大范围是必不可少的。这些值可以使用基于IEEE-754标准的浮点算术表示法表示。提出了一种利用可逆逻辑设计高速浮点单元的有效方法。可编程可逆逻辑设计是近年来纳米技术和量子计算中一种对电路发热影响小的有前景的逻辑设计风格。在现有的研究中,已经提出了各种各样的逻辑单元和算术单元的可逆实现,但很少设计出可逆的浮点设计。浮点运算在几乎所有的计算学科中都使用得非常频繁。从量子成本、垃圾输出、恒定输入、功耗、速度和面积等方面分析了所提出的可逆电路。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Design and Development of Efficient Reversible Floating Point Arithmetic Unit
For calculation or representation of very large or small numbers, large range is essential. These values can be represented using the IEEE-754 standard based floating point arithmetic representation. The paper presents efficient approach towards designing of high speed floating point unit using reversible logic. Programmable reversible logic design is trending as a prospective logic design style for implementation in recent nanotechnology and quantum computing with low impact on circuit heat generation. There are various reversible implementations of logical and arithmetic units have been proposed in the existing research, but very few reversible floating-point designs has been designed. Floating-point operations are used very frequently in nearly all computing disciplines. The analysis of proposed reversible circuit can be done in terms of quantum cost, garbage outputs, constant inputs, power consumption, speed and area.
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