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All specification & dimensions are subject to change, please call your nearest Foxconn sales representative for update information.
SPECIFICATIONS SIM card Conn.
WL Series
SIM Card, SMT Type
2.60mm [.098”] Height
6 Pos.
Mechanical
Normal Force: 0.3N min
Durability: 5000 Cycles
Electrical
Voltage Rating: 15 V max
Current Rating: 0.5 A max
Contact Resistance: 100 m
Ω
max at 10mA.
Dielectric Withstanding Voltage: 540V AC/1 min.
Insulation Resistance: 1000 M
Ω
min (initial), 100 M
Ω
min (final),
Physical
Insert molding: THERMOPLASTIC UL 94V-0, Color Black
Contact: Copper Alloy
Plating: See “ORDERING INFORMATION”
Operating Temperature: -30
℃
to +85
℃
DRAWING
ORDERING INFORMATION
1= Gold Flash A= 10u" Pd/Ni +Gold Plating
2= 20u" Gold Plating B= 20u" Pd/Ni +Gold Plating
3= 30u" Gold Plating C= 30u" Pd/Ni +Gold Plating
6= 10u" Gold Plating D= 40u" Pd/Ni +Gold Plating
7= 15u" Gold Plating L= 25u" Pd/Ni +Gold Plating
05= 2.5mm
06=2.6mm
07=0.7mm
08=2.8mm
10=1.0mm
11=1.1mm
90=9.0mm
Body Height
6= 6 Pin
8= 8 Pin
No. Contact
SIM Card Conn.
Modification Code
Contact Area Plating Thickness
Package And Solder Tail Type
T = Tray
TR= Tape & Reel
1F= Tray (Lead Free)
7F= Tape & Reel (Lead Free)
A= Upper Cover B= Slider In Type
C= Hinge Type D= Metal Hook or Cover Type
E= Metal Cover with Push-Push F= Pogo Pin Type
G= Metal Cover with Inject&Door H= Compression Type
Upper Cover Type
~
Code No.: 2 or 3 Code(A~Z or 0~9)
PRODUCT NO.: WL 6 26 A 3- F03 - TR