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Terminals
135
Terminals
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Terminal Type 1
Terminal Loks
Description
Beschreibung
Wire Diam.
Drahtdurchmesser
Type of terminal loks
Verriegelungstyp
For part number / für Teilenummer: 354501 / 354502 / 354503 0.50 - 2 mm24
For part number / für Teilenummer: 354501 / 354502 / 354503 0.50 - 2 & 3.3 - 5.3 mm25
For part number / für Teilenummer: 354501 / 354502 0.50 - 2 mm26
For part number / für Teilenummer: 354502 0.50 - 2 mm27
Part Number
Teilenummer
Description
Beschreibung
Wire Diam.
Drahtdurchmesser Material
913-070 (Reeled/auf Spule per 2200 pcs) Heavy Duty + spring clip* /
Schwere Anwendung mit Federclip*
0.5-0.8 mm² / 18-20AWG Brass / Messing
0913070001 (Single per 250 pcs) 0.5-0.8 mm² / 18-20AWG
913-071 (Reeled/auf Spule per 2200 pcs)
Heavy Duty + spring clip* /
Schwere Anwendung mit Federclip*
1.33-2.09 mm² / 14-16AWG Brass / Messing
913-071XS (Reeled/auf Spule per 2200 pcs) 1.33-2.09 mm² / 14-16AWG Silver plated Copper /
Kupfer, versilbert
0913071001 (Single per 250 pcs) Heavy Duty + spring clip* /
Schwere Anwendung mit Federclip*
1.33-2.09 mm² / 14-16AWG Brass / Messing
913-072 (Reeled/auf Spule per 2200 pcs) 3.32-5.37 mm² / 10-12AWG
913-072XS (Reeled/auf Spule per 2200 pcs) Heavy Duty + spring clip* /
Schwere Anwendung mit Federclip*
3.32-5.37 mm² / 10-12AWG Silver plated Copper /
Kupfer, versilbert
0913072001 (Single per 250 pc) 3.32-5.37 mm² / 10-12AWG Brass / Messing
913-058 (Reeled/auf Spule per 4500 pcs) Standard Duty / Normale Anwendung 0.5-0.8 mm² / 18-20AWG Brass / Messing
0913058001 (Single per 250 pcs) 0.5-0.8 mm² / 18-20AWG
913-059 (Reeled/auf Spule per 4500 pcs) Standard Duty / Normale Anwendung 1.33-2.09 mm² / 14-16AWG Brass / Messing
0913059001 (Single per 250 pcs) 1.33-2.09 mm² / 14-16 AWG
913-060 (Reeled/auf Spule per 4500 pcs) Standard Duty / Normale Anwendung 3.32-5.37 mm² / 10-12AWG Brass / Messing
0913060001 (Single per 250 pcs) 3.32-5.37 mm² / 10-12AWG
* Spring clip material: Stainless steel