基于忆阻器的高速算术逻辑单元神经形态混合CMOS子块结构

B. Vijayakumar
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引用次数: 0

摘要

目前,计算遍历几层硬件逻辑结构来执行预期的操作。这就造成了显著的时间延迟和功耗。本文提出了一种基于忆阻器的ALU结构,该结构将经过训练的基于忆阻器的神经网络与混合CMOS电路相结合,可以形成一种很有希望实现高速逻辑的解决方案。我们将讨论一个神经网络来实现n位全加法器。在此基础上,提出了n位混合CMOS快速乘法器结构;它使用n位全加法器神经网络以及基于忆阻器的混合CMOS逻辑电路来实现整个功能。此外,还使用反向传播算法训练了2位神经全加法器,从而更好地了解了体系结构的鲁棒性。对CMOS和基于忆阻器的神经2位全加法器进行了比较分析。使用重复逻辑计算的系统;例如,DSP处理器可以通过简单地减少在复杂实时计算(矩阵DFT-FFT计算)上花费的时间和功耗,从所提出的架构中受益匪浅。
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Memristor-Based Neuromorphic Hybrid CMOS Sub-Block Architecture for a High-Speed Arithmetic and Logic Unit
Presently, Computations traverse through several layers of hardware logic structures to perform the intended operation. This, amounts to a significant time delay and power consumption. In this paper, a memristor-based ALU architecture is proposed which is a combination of trained Memristor-based Neural Networks and hybrid CMOS circuits which together can form a promising solution to Implement High-Speed Logic. We will discuss a Neural Network to implement an N-Bit Full Adder. Further, an N-Bit Hybrid CMOS Fast Multiplier architecture is proposed; which uses an N-Bit Full Adder Neural Network as well as Memristor-based Hybrid CMOS Logic Circuits to implement the entire Functionality. Also a 2-Bit Neural full adder is trained using Back Propagation algorithm which gives a better insight into the Robustness of the architecture. The comparison analysis of the CMOS as well as the proposed Memristor-based Neural 2-Bit Full adder is shown. Systems which use repetitive logic computations; for instance, DSP processors can benefit highly from the proposed architecture by simply cutting down on the Time and Power spent on Complex Real-Time Calculations (matrix DFT-FFT computations).
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