Charakteristika: Pro
vícepotrubní systém je charakteristické, že zdroj tlakového maziva - vícevývodové čerpadlo - je přímo spojen potrubím s mazaným místem. Vícepotrubní systémy bývají velmi často kombinovány s
progresivními rozdělovači, které slouží k rozdělení maziva z jednoho vývodu čerpadla do více mazaných míst. Progresivní rozdělovače mohou být uspořádány v jednom stupni, případně ve dvou stupních za sebou (výstup z primárního rozdělovače je veden do sekundárního rozdělovače). Jedná se o přímé mazání, to znamená, že veškeré mazivo vytlačené čerpadlem jde do mazaných míst. Tento systém je vhodný pro stroje, linky a zařízení s menším až středním počtem mazaných míst - cca do 30, při použití progresivních rozdělovačů až do cca 200, která jsou situována v blízkosti čerpadla. Množství maziva, které obdrží přímo napojené mazané místo za časovou jednotku, je dáno nastavením příslušného čerpacího prvku, u míst napojených přes progresivní rozdělovače se množství dělí v poměru, který odpovídá způsobu zapojení příslušného rozdělovače.
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)
Popis: Zdrojem tlakového maziva je vysokotlaké pístové čerpadlo (a). Čerpadlo je osazeno potřebným počtem (1-30) čerpacích prvků.
![](data:image/jpg;base64,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Mazaná místa jsou napojena rozvody přímo na čerpací prvky, popřípadě přes vřazené progresivní rozdělovače (b) pro mazaná místa s menší spotřebou maziva. Podle způsobu zapojení dostávají mazaná místa z progresivního rozdělovače mazivo 1:1, nebo v jiném požadovaném poměru.
Funkce: Je-li čerpadlo v chodu, mazivo vytlačované pracovním pístkem čerpacího prvku je vedeno do příslušného mazaného místa. Pokud je vřazen progresivní rozdělovač, je vstupující mazivo dále děleno rovnoměrně do všech výstupů rozdělovače. Progresivní rozdělovače pracují sekvenčně, to jest postupně (progresivně) což znamená, že vydávají vždy přesnou dávku maziva, jednu po druhé, do každého vývodu tak dlouho, dokud je do rozdělovače přiváděno mazivo.
Výdej dávky z následujícího vývodu započne vždy až po úplném výdeji dávky z předcházejícího vývodu. Pokud se některý z vývodů rozdělovače zaslepí, přidá se "jeho" dávka maziva k dávce následujícího vývodu. Pokud je i ten zaslepen, přidají se obě dávky k dalšímu následujícímu vývodu a tak dále. Různou kombinací využitých a zaslepených vývodů lze dosáhnout dělení vstupujícího množství maziva do rozdělovače v takovém poměru, který co možná nejlépe odpovídá potřebám jednotlivých mazaných míst. Výraznou charakteristickou vlastností, vyplývající z postupnosti práce progresivního rozdělovače je to, že při zablokování kteréhokoliv výstupu z rozdělovače dojde k totálnímu zablokování celého systému. Toho se s výhodou využívá k jednoduchému a spolehlivému hlídání funkce progresivního mazacího systému. Pro ten účel se použije rozdělovač SSV-N nebo SSVD-N, osazený bezkontaktním snímačem - detektorem, který reaguje na pohyb pracovního pístku rozdělovače.
Jeden snímač postačí k 100% hlídání až několika set mazaných míst!
Standardní prvky pro vícepotrubní a progresivní systémy:
- ruční a mechanická - HP, PF-23, PF-VPB, HPG, HPO, HPGO, HP 500 W, HP 500 W SSV
- elektrická - QLS 301, QLS 401, QLS 311, QLS 321, KFA, CLP , KFG, P 502, P 203, P 233, P 205, GSJB, P 215, P 230, FF, FB, ZPU 01, FK4, GSE
- pneumatická - PP, PFP23, PPU, PPG, PPO, PPGO, Lubrigun
- hydraulická - HTL101, HTL201, PFH-23, PHU
- kompaktní - SSVM, SSV, SSVL, SSVD, SSVDL, VPB, SPVS
- segmentové - VPK, VP, MC2-HP
- modulární - PSG1, PSG2, PSG3
Další součástí systému:
- příslušenství (signalizace nízkého stavu maziva v zásobníku, pojistné ventily, manometry atd.)
- rozvody maziva (trubky, hadice, šroubení, kotevní a montážní materiál)