Rodzaj gałki |
bez wskaźnika |
Materiał / Waga |
aluminium anodowane / 41g |
Średnica osi |
6mm |
Wymiary gałki A; B |
A: Ø29,5mm B: 24mm |
Kolor |
srebrny |
Sposób mocowania |
klej |
Gałki przeznaczone do impulsatorów - kąt obrotu bez ograniczeń.
Do gałek bez blokady wkrętem zalecane rozwiązanie to:
- wklejenie przedłużacza osi potencjometru [724.41]
- montaż w panelu tulei mocującej [729.]
- połączenie z impulsatorem (potencjometrem) za pomocą tulei łączącej [720.6] lub jednego z wybranych sprzęgieł [648.66], [716.] lub [717.6]
![](data:image/png;base64,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)