Les Débitmètres portables pour Gaz ne sont pas aussi utilisés que leur équivalent pour liquides du fait de la technologie de pointe requise pour mesurer ce qui est effectivement une canalisation vide. Cependant, RS Hydro est la société au Royaume-Uni la plus expérimentée (et pratiquement la seule) qui offre un service de location de débitmètres portable pour gaz. En utilisant le PT878GC et le CTF878, nous sommes capables de fournir un service de mesure en location pour une grande variété de gaz.
- Air comprimé
- Hydrogène
- Oxygène
- Nitrogène
- Vapeur
| - Gaz Naturel
- Propane
- Butane
- Gaz corrosifs
- Gaz érosifs
| - High Purity Gases
- Gaz haute pureté
- Gaz stériles
- Gaz toxiques
- Gaz inertes
|
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)
Les avantages des débitmètres portables pour gaz
- Surveillance non-invasive - aucun élément mouillé
- Capteurs du débitmètre portable facilement installé sans interruption du débit
- Aucune chute de pression
- Calcul standard du débit volumétrique (entrées actives ou fixes)
- Petit, léger et facile à utiliser
- Large gamme de matériaux et diamètre de canalisation : 12 à 1000mm
- Températures de process de -40 °C à 230 °C
- Mesure intégrée de l'épaisseur des canalisations
- Entrées et sorties analogiques
- Pack de batterie rechargeable
- Enregistreur de données intégré avec 100.000 points de données.
Une débitmètre ultrasons portable pour gaz produit des signaux qui sont cinq à dix fois plus puissants que ceux des transducteurs à ultrasons classiques. Les nouveaux transducteurs portables produisent des signaux propres et codés avec un bruit de fond minimal. Il en résulte que le débitmètre portable pour gaz peut maintenant fournir des performances optimales, même sur des applications avec un gaz à faible densité.
Comme il y a aucune modification de la tuyauterie, les coûts d'installation sont considérablement réduits. En effet, un seul instrument peut être utilisé pour surveiller de nombreux points de mesure du débit en un jour. Le compteur peut être installé sur une canalisation non revêtue en métal ou en plastique de 12 à 1000mm de diamètre avec des températures de fonctionnement de -40 °C à 230 °C.Si vous souhaitez discuter avec un de nos spécialistes pour vous aider à choisir la solution de mesure de débit ultrasons qui convient le mieux à votre demande, n'hésitez pas à nous contacter.