Abstract

This paper presents the hardware implementation of a 3rd-order low-pass finite impulse response (FIR) filter based on time-mode signal processing circuits. The filter topology consists of a set of novel building blocks that perform the necessary functions in time-mode including z−1 operation, time addition and time multiplication. The proposed time-mode low-pass FIR filter was designed in a 28 nm Samsung fully-depleted silicon-on-insulator FD-SOI process under 1 V supply voltage with 5 MHz sampling frequency. Simulation results validate the theoretical analysis. The FIR filter achieves a signal-to-noise-plus-distortion ratio (SNDR) of 38.6 dB at the input frequency of 50 KHz consuming around 200 μW.

Highlights

  • In many modern integrated circuit applications, better speed and lower power consumption are important criteria

  • The finite impulse response (FIR)/IIR counterpart implementations in time-mode require the basic operators to work in time domain which means that z−1, adders [4,7,8] and multipliers [9,10] must be able to handle time-mode quantities [11]

  • Our work proposes the implementation of a 3rd order sampled-data low pass timemode FIR filter which is based on the novel time-mode multiplier and time-mode adder

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Summary

Introduction

In many modern integrated circuit applications, better speed and lower power consumption are important criteria. The FIR/IIR counterpart implementations in time-mode require the basic operators to work in time domain which means that z−1, adders [4,7,8] and multipliers [9,10] must be able to handle time-mode quantities [11]. These systems are categorized as discretetime/continuous signal processing (DT-CSP) systems [12]. Our work proposes the implementation of a 3rd order sampled-data low pass timemode FIR filter which is based on the novel time-mode multiplier and time-mode adder. Both circuits are based on the modification of a simple time register topology [15,16].

Time-Mode Signal Processing
Time-Mode z−1 Multiplier
Time-Mode z−1 Adder
Time-Domain 3rd Order FIR Filter
Results
Discussion
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