Nature des échantillons pour essais
Publié le
05 décembre 2018
PARTAGER SUR :
La nature du prélèvement à transmettre au laboratoire est un critère essentiel pour la réalisation des essais. Les techniques analytiques ne permettent que, dans très peu de cas, d’employer des matrices différentes de celles précisées.
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
RfttkZkNwSvbgdfz