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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
KqfKuycUbihPFepe