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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
iAHuvs9dWWPIBbIX