Spezialmaschinen
Brother RH 9820
CNC Doppelkettenstich-Augenknopflochautomat
Klasse: | RH 9820 |
Zustand: | neu |
Motorart: | 230 V |
Beschreibung: | Die neueste Augenknopflochnähmaschine aus dem Hause Brother besticht durch folgende Merkmale:
- Anwendungsgebiet z.B. Sakko, Mäntel, Hosen
- Fadenabschneider für alle Fäden (Nadel, Greifer, Gimpe)
- übersichtliches Bedienfeld mit entsprechender Grafik
- Nähgeschwindigkeit bis 2500 Stiche/min
- Verschiedene Knopflochformen oder Schnurlöcher
- 120mm Einlegetiefe unter dem Arm erleichtert das Einlegen des Nähgutes
- Absolut ruhiger Lauf während des Nähzykluses
- absolut geringer Energieverbrauch
- Knopflochlänge 5-50mm
- ZZ Breite 1,5 - 5mm
- max. Lüftungshöhe der Stoffklammern: 16mm
Zentrale Ölschmierung um die wichtigen Bauteile zu versorgen
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)
Große Einlegetiefe für einfaches Positionieren des Nähgutes
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)
Folgende Knopflochformen können genäht werden
![](data:image/jpeg;base64,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)
Übersichtliches Grafikdisplay
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)
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Ausstattung: | Maschine kompl. mit Nähstand |
Zubehör: | Beleuchtung, Fadenwächter, Anschläge, Sonderklammern |
Hersteller: | Brother |
» Union Special 34800
Gebrauchte Freiarm- Überdecknaht- Kettenstichnähmaschine mit automatischem Fadenabschneider und Fußlüftung