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Field calibration of a cluster of low-cost commercially available sensors for air quality monitoring. Part B: NO, CO and CO2

TitoloField calibration of a cluster of low-cost commercially available sensors for air quality monitoring. Part B: NO, CO and CO2
Tipo di pubblicazioneArticolo su Rivista peer-reviewed
Anno di Pubblicazione2017
AutoriSpinelle, L., Gerboles M., Villani Maria Gabriella, Aleixandre M., and Bonavitacola F.
RivistaSensors and Actuators, B: Chemical
Volume238
Paginazione706-715
ISSN09254005
Parole chiaveAir quality, Air quality directives, Calibration, Carbon dioxide, Carbon monoxide, Costs, Electrochemical sensors, Learning algorithms, Learning systems, Low costs, Measurement uncertainty, Metals, Multivariate linear regressions, Neural networks, Nitrogen oxides, Ozone, Regression analysis, Supervised learning, Uncertainty analysis, Validation
Abstract

In this work the performances of several field calibration methods for low-cost sensors, including linear/multi linear regression and supervised learning techniques, are compared. A cluster of either metal oxide or electrochemical sensors for nitrogen monoxide and carbon monoxide together with miniaturized infra-red carbon dioxide sensors was operated. Calibration was carried out during the two first weeks of evaluation against reference measurements. The accuracy of each regression method was evaluated on a five months field experiment at a semi-rural site using different indicators and techniques: orthogonal regression, target diagram, measurement uncertainty and drifts over time of sensor predictions. In addition to the analyses for ozone and nitrogen oxide already published in Part A [1], this work assessed if carbon monoxide sensors can reach the Data Quality Objective (DQOs) of 25% of uncertainty set in the European Air Quality Directive for indicative methods. As for ozone and nitrogen oxide, it was found for NO, CO and CO2 that the best agreement between sensors and reference measurements was observed for supervised learning techniques compared to linear and multilinear regression. © 2016

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URLhttps://www.scopus.com/inward/record.uri?eid=2-s2.0-84979600361&doi=10.1016%2fj.snb.2016.07.036&partnerID=40&md5=3d112efd5d13c48da36c8cc9f75481d4
DOI10.1016/j.snb.2016.07.036
Citation KeySpinelle2017706