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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
cmwdK4yifsMksrly