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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
sOUV9yTblCokahcd