Charakteristika
- aplikované médium: olej s viskozitou 10 až 400 mm2/s
- tlakový vzduch a olej jsou vedeny zvlášť koaxiální hadicí do dvoumédiových trysek, ve kterých jsou vytvářeny mikrokapičky oleje, které jsou za pomocí tlakového vzduchu unášeny do místa aplikace
K dispozici jsou dva podsystémy VECTOLUB:
Systém VE1B ![System VE1B 01](data:image/jpg;base64,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)
- ekonomický kompaktní systém s možností připojení 1 až 4 trysek
Systém VTEC ![System VTEC 01](data:image/jpg;base64,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)
- modulární systém s možností připojení 1 až 8 trysek, s možností kontroly funkce systému, dodatečné rozšiřitelnosti, nezávislého ovládání jednotlivých trysek, nebo podskupin trysek.
Trysky
Aplikace VE1B
- celoplošné mazání plechového pásu odvíjeného ze svitku, z jedné nebo z obou sran
- nanášení oleje na drobnější součástky a do dutin
VTEC
- celoplošné, sekční nebo parciální mazání plechového pásu odvíjeného ze svitku, z jedné nebo z obou stran
- rozsáhlejší složitější úlohy nanášení
- systém VECTOLUB je použitelný rovněž u bezkontaktního mazání řetězů a u mazání obráběcích nástrojů
Další podrobnosti naleznete v přiložené dokumentaci, případně na
stránkách SKF.