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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
vKoRmiBebIwCbSgQ