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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
IyLNchluf5StRYXe