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Digital Non-Linearity Calibration for ADCs With Redundancy Using a New LUT Approach

Antonio Ginés, Gildas Léger, E. Peralías

2021IEEE Transactions on Circuits and Systems I Regular Papers14 citationsDOI

Abstract

This paper presents a novel Look-up Table (LUT) calibration technique for static non-linearity compensation in analog-to-digital converters (ADCs) with digital redundancy, such as Successive Approximation Register (SAR), Algorithmic, Sub-ranging or Pipeline ADCs. The method compensates the performance limitations of the conventional LUT approach in presence of comparison noise and/or non-monotonicity. In these circumstances, the input-output transfer function of a redundant ADC becomes significantly multivalued - that is, different output codes can be achieved for the same input level at different time instants. This behavior is motivated because from sample to sample, in a design with redundancy, the processing signal path is not unique, causing that the error under calibration becomes time-dependent, something which is not contemplated in the conventional calibration model. To deal with this effect, this work proposes a digital low-cost post-processing of the standardized Integral-Non-linearity (INL), which resolves multivalued situations using a direct access to the internal redundant codes. The method improvements are validated by realistic SAR and Pipeline ADC case studies at behavioral level, and by experimental data from an 11-bit 60Msps Pipeline ADC implemented in a 130nm CMOS process. These experimental results show that the proposed calibration achieves an improvement of approximately 1.6 effective bits at full-scale input amplitude.

Topics & Concepts

Lookup tableComputer scienceRedundancy (engineering)LinearityConvertersPipeline (software)Successive approximation ADCElectronic engineeringCalibrationSample and holdAlgorithmComparatorElectronic circuitMathematicsEngineeringElectrical engineeringVoltageProgramming languageStatisticsOperating systemAnalog and Mixed-Signal Circuit DesignCCD and CMOS Imaging SensorsSensor Technology and Measurement Systems
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