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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
XVdxz4adhOxEjogt