Estimation of the Geometrical Variations of the Typical Grain within a Boolean Model

Saïd Rahmani 1, 2, 3, * Jean-Charles Pinoli 1, 2, 3 Johan Debayle 1, 2, 3, *
* Auteur correspondant
1 LGF-ENSMSE - UMR 5307 - Laboratoire Georges Friedel
2 PROPICE-ENSMSE - Département PROcédés Poudres, Interfaces, Cristallisation et Ecoulements
3 SPIN-ENSMSE - Centre Sciences des Processus Industriels et Naturels
Abstract : The knowledge of the shape and size distributions of solid particle populations has been of increasing interest (both theoretical and practical) over the last decade. More particularly, crystals in liquid suspension are frequently used in industrial processes (e.g. for pharmaceutical technology) and is one of the LGF CNRS laboratory preoccupations. Their geometrical characterization is required for exploring the physico-chemical properties of crystallization processes. Using an in-situ camera, it is possible to get images of such crystal populations (as exposed in the following figure).
Keywords : Morphology Steiner formula Covariogram Boolean model
Type de document :
Communication dans un congrès
International Conference - Geometry and Physics of Spatial Random Systems (GPSRS), Sep 2015, Bad Herrenhalb, Germany. 〈http://gpsrs2015.math.kit.edu/57.php〉
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Saïd Rahmani, Jean-Charles Pinoli, Johan Debayle. Estimation of the Geometrical Variations of the Typical Grain within a Boolean Model. International Conference - Geometry and Physics of Spatial Random Systems (GPSRS), Sep 2015, Bad Herrenhalb, Germany. 〈http://gpsrs2015.math.kit.edu/57.php〉. 〈emse-01261395〉

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