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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
vgxoWytUZbWuBQQq