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Adder Design Using QCA Technique with Area Delay Efficient

机译:使用QCA技术的加法器设计,具有高效的面积延迟

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In this paper, a new 128 bit QCA adder was presented. It achieved the speed performance higher than all the existing adders. It decreases the number of QCA cells compared to previously testimony design. The proposed QCA adder design is based on new algorithm that requires only three majority gates and two inverters for the QCA addition. The area necessity of the QCA adders is comparable cheap with the RCA and CFA established. The novel adder operated in the RCA fashion, but it could propagate a carry signal through a number of cascade MGs significally lower than conventional RCA adders. In addition, because of the adopted basic logic and layout approach, the number of clock cycles required of completing the explanation was limited. As transistor decrease in size more and more of them can be accommodated in on its own die, thus increasing the chip computational capabilities. On the other hand, transistors cannot find much lesser than their existing size. The QCA approach represents one of the probable solutions in overcome this physical limit, even though the design of logic modules in QCA is not forever uncomplicated.
机译:在本文中,提出了一种新的128位QCA加法器。它实现了比所有现有加法器更高的速度性能。与以前的证词设计相比,它减少了QCA细胞的数量。提出的QCA加法器设计基于新算法,该算法仅需三个多数门和两个反相器即可进行QCA加法。 QCA加法器的面积需求与建立的RCA和CFA相当便宜。新颖的加法器以RCA方式工作,但是它可以通过许多级联MG传播进位信号,这些级联MG比传统的RCA加法器低得多。另外,由于采用了基本的逻辑和布局方法,因此完成说明所需的时钟周期数受到限制。随着晶体管尺寸的减小,越来越多的晶体管可以容纳在其自身的芯片中,从而提高了芯片的计算能力。另一方面,晶体管的尺寸找不到比现有尺寸小得多的尺寸。 QCA方法代表了克服这一物理限制的一种可能的解决方案,即使QCA中的逻辑模块的设计并非永远不会太复杂。

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