F. Mhaboobkhan, K. Kokila, R. Jothikha, K. L. Preethikha
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引用次数: 2
摘要
在半导体工业中,运算速度和计算设备的大小起着重要作用。单个晶体管的尺寸可能限制半导体器件的缩放。反过来,需要一种替代技术来实现更快的计算并减小计算设备的尺寸。可逆逻辑就是这样一种技术。奇偶保持是一种添加到可逆门的特性,借助它可以检测到错误的存在。采用P2RG和Fredkin可逆门,提出了一种采用IEEE 754标准表示的奇偶保持可逆浮点乘法器(RFPM)。这个RFPM对指数加法使用进位选择加法器,对尾数乘法使用进位保存乘法器。该架构还包括多路复用器、位切片器、舍入和归一化寄存器。这个流水线RFPM架构使用Verilog进行编码,并使用Modelsim 10.7c进行了模拟。利用Cadence Genus Synthesis 14.25对面积、功率、电池利用率和最大工作频率等参数进行了分析。对180nm和90nm工艺下的流水线RFPM和非流水线RFPM进行了比较,结果表明,采用90nm工艺的流水线RFPM占地面积和单元数分别减少了67.17%和4.42%,最大工作频率增加了2.73倍。
Design of Pipelined Parity Preserving Double Precision Reversible Floating Point Multiplier Using 90 nm Technology
In semiconductor industries, speed of operation and the size of the computational devices are playing a major role. Size of a single transistor may limit the scaling of semiconductor devices. In turn, an alternative technology is needed for faster computation and to reduce the size of computational devices. One such technology is Reversible Logic. Parity preserving is a property that is added to reversible gates with the help of which, presence of errors can be detected. In this Paper, Parity Preserving Reversible Floating point multiplier (RFPM) which uses IEEE 754 standard representation is proposed using P2RG and Fredkin Reversible gates. This RFPM uses Carry select adder for Exponent addition and Carry save Multiplier for Mantissa multiplication. The architecture also includes a multiplexer, Bit slicer, rounding and normalization register. This Pipelined RFPM architecture is coded using Verilog and the same has been simulated using Modelsim 10.7c. Parameters such as Area, Power, Cell Utilization and Maximum operating frequency have been analyzed using Cadence Genus Synthesis 14.25. On Comparison of Pipelined RFPM with Non Pipelined RFPM between 180nm and 90nm technology, the results show that Pipelined RFPM using 90nm technology, occupies lesser Area and uses lesser number of cells by 67.17% and 4.42% respectively whereas, the Maximum operating frequency has increased by a factor of 2.73.