Découvrez des services adaptés à votre besoin avec FTMesures
La solution adapté à votre secteur d’activité
Découvrez des services adaptés à votre besoin avec FTMesures
FT Mesures vous accompagne pour des produits adaptés à votre besoin
La toute nouvelle technologie optris® PI LightWeight qui vient d’être lancée sur le marché par Optris GmbH a été conçue spécialement pour mesurer les températures depuis un microdrone. Pour la toute première fois, il devient ainsi possible d’enregistrer et de traiter des vidéos radiométriques de qualité élevée.
Caractéristiques principales de l’optris PI LightWeight :
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
La toute nouvelle Caméra thermique pour application IR de vol PI LightWeight qui vient d’être lancée sur le marché par Optris GmbH a été conçue spécialement pour mesurer les températures depuis un microdrone. Pour la toute première fois, il devient ainsi possible d’enregistrer et de traiter des vidéos radiométriques de qualité élevée.
Les avantages offerts par PI LightWeight :
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