Systematization and Comparison of the Binary Successive Approximation Variants

This paper presents a systematization and a comparison of the binary successive approximation (SA) variants. Three different variants are distinguished and all of them are applied in the analog-to-digital conversion. Regardless of an analog-to-digital converter circuit solution, the adoption of the...

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Main Authors: Konrad Jurasz, Dariusz Kościelnik, Jakub Szyduczyński, Marek Miśkowicz
Format: Article
Language:English
Published: MDPI AG 2021-12-01
Series:Sensors
Subjects:
Online Access:https://www.mdpi.com/1424-8220/21/24/8267
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author Konrad Jurasz
Dariusz Kościelnik
Jakub Szyduczyński
Marek Miśkowicz
author_facet Konrad Jurasz
Dariusz Kościelnik
Jakub Szyduczyński
Marek Miśkowicz
author_sort Konrad Jurasz
collection DOAJ
description This paper presents a systematization and a comparison of the binary successive approximation (SA) variants. Three different variants are distinguished and all of them are applied in the analog-to-digital conversion. Regardless of an analog-to-digital converter circuit solution, the adoption of the specific SA variant imposes a particular character of the conversion process and related parameters. One of them is the ability to direct conversion of non-removeable physical quantities such as time intervals. Referencing to this aspect a general systematization of the variants and a name for each of them is proposed. In addition, the article raises the issues related to the complexity of implementation and energy consumption for each of the discussed binary SA variants.
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spelling doaj.art-40f84ad7482444af97869d9b8159e78e2023-11-23T10:28:59ZengMDPI AGSensors1424-82202021-12-012124826710.3390/s21248267Systematization and Comparison of the Binary Successive Approximation VariantsKonrad Jurasz0Dariusz Kościelnik1Jakub Szyduczyński2Marek Miśkowicz3Department of Electronics, AGH University of Science and Technology, 30-059 Kraków, PolandDepartment of Electronics, AGH University of Science and Technology, 30-059 Kraków, PolandDepartment of Electronics, AGH University of Science and Technology, 30-059 Kraków, PolandDepartment of Measurement and Electronics, AGH University of Science and Technology, 30-059 Kraków, PolandThis paper presents a systematization and a comparison of the binary successive approximation (SA) variants. Three different variants are distinguished and all of them are applied in the analog-to-digital conversion. Regardless of an analog-to-digital converter circuit solution, the adoption of the specific SA variant imposes a particular character of the conversion process and related parameters. One of them is the ability to direct conversion of non-removeable physical quantities such as time intervals. Referencing to this aspect a general systematization of the variants and a name for each of them is proposed. In addition, the article raises the issues related to the complexity of implementation and energy consumption for each of the discussed binary SA variants.https://www.mdpi.com/1424-8220/21/24/8267successive-approximationanalog-to-digital conversiontime-to-digital conversion
spellingShingle Konrad Jurasz
Dariusz Kościelnik
Jakub Szyduczyński
Marek Miśkowicz
Systematization and Comparison of the Binary Successive Approximation Variants
Sensors
successive-approximation
analog-to-digital conversion
time-to-digital conversion
title Systematization and Comparison of the Binary Successive Approximation Variants
title_full Systematization and Comparison of the Binary Successive Approximation Variants
title_fullStr Systematization and Comparison of the Binary Successive Approximation Variants
title_full_unstemmed Systematization and Comparison of the Binary Successive Approximation Variants
title_short Systematization and Comparison of the Binary Successive Approximation Variants
title_sort systematization and comparison of the binary successive approximation variants
topic successive-approximation
analog-to-digital conversion
time-to-digital conversion
url https://www.mdpi.com/1424-8220/21/24/8267
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AT jakubszyduczynski systematizationandcomparisonofthebinarysuccessiveapproximationvariants
AT marekmiskowicz systematizationandcomparisonofthebinarysuccessiveapproximationvariants