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RQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUANKknIdh7DH+FFFFfOV69VVZJSe76mySsf/Z)
1
Amphenol Battery Connector
Part Number : BC2237Y06
6 Contacts Battery Connector
Straight SMT Mounting
- 2.3 mm height, 2.5 mm pitch
- 1.1 mm compression height
- Additional solder pad for force
balance
- Accept top press down and side
sliding battery mating
1. Material:
Pin: Beryllium Copper
Insulator: Glass filled high temperature Engineering Plastics UL94V-
0, black
2. Finish:
15 mirco-inch(0.38 micron) Min gold plateing at mating area, 100-200
micro-inch(2.54-5.0 8 micron) gold flash at solder tail and 50-100
micro-inch (1.27-2.5 4 micron) nickel under plated.
3. Electrical specifications:
Voltage rating: 250 Vac min
Current rating: 2.0 A min
Dielectric strength: 1000 Vac for 1 minute min
Insulation resistance: 1000 MEG ohm min
Contact resistance: 30 milliohm max
Operation temperature: -55°C to +125°C
4. Mechanical specifications:
Durability: 5,000 cycles
Normal force at mated position: 100g min
5. Packaging:
Parts to be packaged in anti-static tape and reel. All packaging
materials to be approved by Amphenol engineering.
B
B
Battery
Connector
ASCA