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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
LfBz4yFgSS7itw6q