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56
Latch Header (1.27mm, Straight, Solder Dip)
NFP SERIES
ORDERING INFORMATION
CONNECTOR DIMENSIONS (reference only)
NFP- *** A-01 *4- * -**
Header Series
No. of Positions
Terminal Type:
4: Straight Solder Dip
Blank: 2.7 mm Terminal
1: 4.6 mm Terminal
Plating (see below)
1: Short Latch
2: Long Latch
Standard Header
Characteristics
Current Rating: 0.5A
Insulation Resistance: 1,000M½Minimum at 500 VDC
Withstanding Voltage: 500 VAC for 1 minute
Contact Resistance: 15m½Max. at 10mA
Operating Temperature: -20˚C ~ +85˚C
Material and Finish
Insulator: High Temp Thermoplastic-UL94V-0
Contact: Copper Alloy
Plating: Mating Face Contacts: Au over Ni
Terminals: Au or SnPb over Ni
Features
1. Straight terminals
2. Short or long latches
3. Long terminal available
4. Variety of plating options
5. Spring pin for secure mount
6. Latches eject receptacle
7. Central polarizing key
❑Short Latch
Positions 26, 34, 40, 50, 80,100 available in long terminals
† Long latch
Positions 60, 80,100 available in long terminals
TYPES OF PLATING