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4-Bit Vedic Multiplier with 18nm FinFET Technology

机译:采用18nm FinFET技术的4位Vedic乘法器

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摘要

The Vedic multiplier has a very fastest arithmetic operation and less complex than a multiplier. The Vedic multiplier is used to simplify the multiplication process and delay. If the Vedic multiplier is designed by using CMOS transistors, the circuit will raise problem. To overcome this issue, the Gate Diffusion Input (GDI) logic has been implemented in this paper using FinFET technology. Here, GDI logic is used to reduce the transistor count of the circuits. However, in these process, two types of design approaches are considered. The first type approach aims to implement the 4-bit Vedic multiplier (Design 1) using GDI based AND, half adder, and full adder circuits. Second type approach is intended to design a 4-bit Vedic multiplier (Design 2) by using GDI based 2-bit Vedic multiplier, half adder and 4-bit Ripple carry circuits. In these, the circuit performance factors like average power, delay and transistor count, and circuit area are considered.
机译:Vedic乘法器具有非常快的算术运算,并且比乘法器复杂。 Vedic乘法器用于简化乘法过程和延迟。如果Vedic乘法器是通过使用CMOS晶体管设计的,则电路将产生问题。为了克服这个问题,本文使用FinFET技术实现了栅极扩散输入(GDI)逻辑。此处,GDI逻辑用于减少电路的晶体管数。但是,在这些过程中,考虑了两种类型的设计方法。第一种方法旨在使用基于GDI的AND,半加法器和全加法器电路实现4位Vedic乘法器(设计1)。第二种方法旨在通过使用基于GDI的2位Vedic乘法器,半加法器和4位Ripple进位电路来设计4位Vedic乘法器(设计2)。其中,考虑了电路性能因素,例如平均功率,延迟和晶体管数以及电路面积。

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