Unternehmen sind in der heutigen Zeit mit zunehmend individuelleren Produkten seitens des Kunden konfrontiert. Die damit verbundene hohe Variantenvielfalt und den daraus resultierenden hohen Beständen an Material in den Lagern und an den Arbeitsstationen reduziert die nutzbare Produktionsfläche von Unternehmen. Der hohe Materialbedarf impliziert ein hohes Verkehrsaufkommen von Gabelstapler in der Produktion, welches eine Gefahr für die Mitarbeiter birgt. Desweiteren wird der Gewinn durch die resultierenden hohen Personal- und Investitionskosten reduziert.
Durch den Einsatz der Methode der kleinen Ladungsträger wird die Produktionsfläche optimal genutzt. Des Weiteren wird der Materialbestand, als auch die Variantenvielfalt, beherrscht. Der Materialbestand in der Fertigung, als auch in den Lagern wird auf ein Minimum reduziert. Mit Hilfe kleiner Ladungsträger kann eine KANBAN-Steuerung einfach umgesetzt werden und der Materialfluss, also auch der Materialbestand, auf einfache Weise überwacht und gesteuert werden.
Die Bereitstellung der kleinen Ladungsträger kann durch Routenzüge umgesetzt werden, wobei das Verkehrsaufkommen von Gabelstapler hierbei entfällt bzw. reduziert wird und die Sicherheit der Mitarbeiter verbessert. Investitionskosten, als auch Personalkosten werden durch die Umstellung auf kleine Ladungsträger reduziert.
Durch die ergonomisch handhabbaren kleinen Ladungsträger ist es möglich, Arbeitsstationen für Mitarbeiter ideal zu gestalten und dadurch Laufwege und weitere Aufwendungen zu reduzieren. Desweiteren stellt die Methode der kleinen Ladungsträger eine ideale Anpassung der Arbeitsstationen an den demographischen Wandel dar.
Die Verwendung von Kleinladungsträgern (KLT) stellt eine klassische Methode beim Streben nach einer schlanken Produktion dar. Bauteile werden anstatt in Gitterboxen und Großladungsträger (GLT) in kleinen standardisierten und handhabbaren Ladungsträger bereitgestellt.
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)
Kleinladungsträger (häufig blau markiert)
Durch eine optimale Integration der KLT an den Arbeitsstationen werden/wird:
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Laufwege für Mitarbeiter verkürzt
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Durch ihre Handhabbarkeit eine Verbesserung der Ergonomie des Arbeitsplatzes erreicht
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Arbeitsplätze an den demographischen Wandel angepasst
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Durch das verkleinerte Ladungsvolumen der Bestand und die Flächennutzung an den Arbeitsstationen reduziert
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Mit Hilfe der standardisierten KLT und der Einbindung des Lieferanten ein einfacher und effizienter Leergutprozess ermöglicht
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Die Bereitstellung einer hohen Variantenvielfalt der Bauteile ermöglicht
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Außerdem durch die Methode KLT die Umsetzung von Methoden wie KANBAN, im speziellen Behälter-KANBAN und das Supermarktprinzip ermöglicht.