Końcówka oczkowa 15mm2/M7 do zaciskania na przewód, złocony mosiądz
Końcówka oczkowa, mosiężna pozłacana, stosowana jest do łączenia przewodu z elementami instalacji elektrycznej. Zwiększają one bezpieczeństwo i trwałość połączenia m.in. przez zmniejszenie zjawiska przegrzewania się żył i izolacji przewodów, występującego np. w przypadku lutowania końcówek. Montaż końcówki na przewodzie polega na nasunięciu jej na odsłoniętą część kabla i zaciśnięcie jej za pomocą praski. Druga część montowana jest za pomocą śruby o odpowiedniej średnicy np. w rozdzielnicach.
Dane techniczne:
- kształt końcówki: oczkowa
- rodzaj połączenia: prosty
- materiał styku: złocony mosiądz
- przystosowana do przewodu: wielożyłowego
- rozmiar gwintu metrycznego przyłącza: M7
- znamionowy przekrój poprzeczny: 15mm2
- montaż elektryczny: zaciskanie
- montaż mechaniczny: na przewód
- średnica wewnętrzna tulejki: 6mm
- temperatura pracy: od -40°C do +105°C
- waga: 6,4g
- cena dotyczy 1 sztuki końcówki
- wymiary końcówki:
![](https://bto.pldata:image/png;base64,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)
d=6mm
A=14mm
d1=7mm
L=35mm
l1=12,5mm