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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
tfDfsoslOJqfmEdz