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A New Architecture for FPGA Implementation of A MAC Unit for Digital Signal Processors using Mixed Number System

机译:使用混合数系统的数字信号处理器MAC单元FPGA实现的FPGA新架构

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Execution of arithmetic operations at very high speed in real time is the major concern in digital signal processing (DSP) because DSP algorithms are computation intensive. In recent times, Residue Number Systems (RNS) are considered as alternative to binary number system because of their capabilities of performing "carry-free" addition and Multiplication. Double Base Number Systems (DBNS), another non-binary number systems are also increasingly becoming attractive for signal processing applications due to their capabilities of handling arithmetic operations, particularly multiplication efficiently. However, the complexity involved in converting binary to DBNS becomes a major bottleneck and the efficiency of performance decreases considerably due to large conversion time. So RNS Adder and DBNS Multiplier can be used to implement multiply & accumulate (MAC) units. Because RNS adders are less complex and faster compared to DBNS and DBNS multipliers are efficient compared to RNS multiplier. MAC units are the key units in Digital Signal Processors. In this paper we have shown how FIR filter can be implemented using the proposed "Mixed Number System MAC units".
机译:由于DSP算法的计算量很大,因此实时执行高速算术运算是数字信号处理(DSP)中的主要问题。近年来,由于残号系统(RNS)具有执行“无进位”加法和乘法的功能,因此被视为二进制数系统的替代方案。双基数系统(DBNS),另一种非二进制数字系统,由于它们具有处理算术运算(特别是乘法)的能力,也越来越受到信号处理应用的吸引。但是,将二进制文件转换为DBNS所涉及的复杂性成为主要瓶颈,并且由于转换时间长,性能效率大大降低。因此,RNS加法器和DBNS乘法器可用于实现乘法和累加(MAC)单元。因为与DBNS相比,RNS加法器更简单,更快速,所以与RNS乘法器相比,DBNS乘法器更有效。 MAC单元是数字信号处理器中的关键单元。在本文中,我们展示了如何使用建议的“混合数字系统MAC单元”实现FIR滤波器。

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