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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
6ljVBjusaiblyWnh