Tous les produits![Micropompes pulvérisation d'huile PN02 Micropompes pulvérisation d'huile PN02](produits/prod_47/pn02-photoroom-photoroom.png)
![](produits/prod_47/355x355_pn02-photoroom-photoroom.png)
Les éléments de distributionMicropompes pulvérisation d'huile PN02
Solution MQLC
Nos ensembles de micropulvérisation par micropompes sur embase permettent d'obtenir une pulvérisation d'huile régulière et controlée.
Chaque micro-pompe a un débit réglable par vis micrométrique. Deux débit sont possibles 3 à 35mm3/cp ou 6 à 60mm3/cp.
Le lubrifiant et l'air sont séparés par une tuyauterie coaxiale jusqu'à la buse permettant un rendu optimale pour les installations avec 12 mètres de tuyauterie par point d'application.
Basé sur la projetcion de quantités minimales de lubrifiant sur des points de frottement et pour des applications d'enlèvement de matière sur des opérations d'usinage; pour des matériaux ne supportant pas des températures de frottement élévées et nécessitant une finition de haute qualité.
Ces ensembles micropompes sont proposés dans des systèmes complets tels que ci-dessous : (réservoir, bloc micropompes, tuyauterie coaxiale, buses coaxiale...)
Ils peuvent également être présentés sur platine ou coffret.
- Controle du débit par micropompe
- Controle du débit d'air pour le réglage du résultat air/huile
- Viscosité d'huile jusqu'a 400 cst
- Pression d'air 4 à 8 bars
- 10°C à 80°C
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Demande de renseignements
Nos ensembles de micropulvérisation par micropompes sur embase permettent d'obtenir une pulvérisation d'huile régulière et controlée.
Chaque micro-pompe a un débit réglable par vis micrométrique. Deux débit sont possibles 3 à 35mm3/cp ou 6 à 60mm3/cp.
Le lubrifiant et l'air sont séparés par une tuyauterie coaxiale jusqu'à la buse permettant un rendu optimale pour les installations avec 12 mètres de tuyauterie par point d'application.
Basé sur la projetcion de quantités minimales de lubrifiant sur des points de frottement et pour des applications d'enlèvement de matière sur des opérations d'usinage; pour des matériaux ne supportant pas des températures de frottement élévées et nécessitant une finition de haute qualité.
Ces ensembles micropompes sont proposés dans des systèmes complets tels que ci-dessous : (réservoir, bloc micropompes, tuyauterie coaxiale, buses coaxiale...)
Ils peuvent également être présentés sur platine ou coffret.
- Controle du débit par micropompe
- Controle du débit d'air pour le réglage du résultat air/huile
- Viscosité d'huile jusqu'a 400 cst
- Pression d'air 4 à 8 bars
- 10°C à 80°C
Demande de renseignements
![Micropompes pulvérisation d'huile PN02 Micropompes pulvérisation d'huile PN02](produits/prod_47/pn02-photoroom-photoroom.png)
![](produits/prod_47/355x355_pn02-photoroom-photoroom.png)
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