Free Access
Issue
Analusis
Volume 26, Number 3, April 1998
Analyse des corps gras
Page(s) 135 - 141
Section Original articles
DOI https://doi.org/10.1051/analusis:1998123
Analusis 26, 135-141 (1998)
DOI: 10.1051/analusis:1998123

Detecting information in gas sensor responses using analysis of variance

C. Nicolas1, A.S. Barros2, D.N. Rutledge2, J. Hossenlopp3, G. Trystram4 and C. Emonet4

1  Laboratoire d'Évaluation Sensorielle Nestlé France, 7 Bd. Pierre Carle, BP. 900 Noisiel, 77446 Marne-la-Vallée, France
2  INA P-G, Laboratoire de Chimie Analytique, 16, rue Claude Bernard, 75231 Paris Cedex 05, France
3  CEMAGREF, Équipe Qualité Alimentaire, Domaine de Laluas, 63200 Riom, France
4  INRA - ENSIA, Département de Génie Alimentaire Industriel, 1 Av. des Olympiades, 91305 Massy, France


Abstract
This article describes how Analysis of Variance may be used to select those regions of the curves generated by a gas sensor array which contain the most discriminant information for a particular application. The Analysis of Variance is performed on each point of the signals generated by the sensor array for a particular set of samples. The Group Variances and the Residual Variances are plotted as functions of their position in the signal. Regions of the signals that vary systematically from one group of samples to another will have high Group Variance values and low and randomly distributed Residual Variance values. This method has shown for a particular set of products for cats analysed with a thirty two polymer sensor array, that the most discriminant information is located at the end of the curves. It has also shown an absence of discrimination between standard and tainted pig fat samples with this sensor array. The advantage of this method is that it can be used on almost any sort of raw signal as a pre-analysis step in order to know whether it is worthwhile going on to more fastidious and time consuming signal analysis procedures.


Key words: Discrimination / gas sensors / foodstuffs / volatile compounds / Analysis of Variance.


© EDP Sciences, Wiley-VCH 1998

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