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Design and Analysis of First Order Sigma-Delta Modulator Based on Switched Capacitor Integrator (130nm) | IEEE Conference Publication | IEEE Xplore

Design and Analysis of First Order Sigma-Delta Modulator Based on Switched Capacitor Integrator (130nm)


Abstract:

The modern world is digitally advancing rapidly. However, the real world is analog which requires an adequate converter. The analysis of Such an Analog-to-digital modulat...Show More

Abstract:

The modern world is digitally advancing rapidly. However, the real world is analog which requires an adequate converter. The analysis of Such an Analog-to-digital modulator is designed and presented in this paper. The ΣΔ-modulator inherits an OTAas the main block. Where the modulator is a discrete-time switched capacitor integrator, Discrete-time low pass integrator and a double tail comparator as 1-bit ADC/quantizer obtain a first-order noise shaping modulator. The modulator implemented at 0.13um CMOS technology using 1.3v supply voltage. That obtained the SFDR of 72.58dB, THD of 0.489 and overall power dissipation (excluding D-flip flips) of the modulator is 1.147mw.
Date of Conference: 24-25 September 2021
Date Added to IEEE Xplore: 16 December 2021
ISBN Information:
Conference Location: Chennai, India
Department of ECE, VJIT, Hyderabad, India
Department of ECE, VJIT, Hyderabad, India

I. Introduction

Analog-to-digital (ADC) and digital-to-analog (DAC) converters play a vital role in converting an analog signal (Infinite valued over time) into a digital code (either a zero or VDD) and vice versa [1]. As the technology node keeps shrinking the design techniques are rapidly changing for every new technology that is emerging. The ADC designer needs a vast amount of knowledge on digital, analog, and mixed-signal IC design. However, the sigma-delta ADC is not the case, where the complex and accurate analog circuitry are not required to obtain high-resolution digital equivalent code [2]. The sigma-delta ADC is known for high resolution and low bandwidth ADC, which is possible by the technique over sampling rate (fs= (2N) * Nyquist rate) i.e. N is a positive integer greater than one [3].

Department of ECE, VJIT, Hyderabad, India
Department of ECE, VJIT, Hyderabad, India

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