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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
2.20mm [.043”] 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
Hook: Stainless Steel
Plating: See “ORDERING INFORMATION”
Operating Temperature: -30
℃
to +85
℃
DRAWING
ORDERING INFORMATION
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.
PRODUCT NO.: WL 6 11 D 3- F07 -TR
Modification Code
Contact Area Plating Thi ckness
Package And Solder Tail Type
T = Tray
TR= Tape & Reel
1F= Tray (Lead Free)
7F= Tape & Reel (Lead Free)
Upper Cover Type
~
Code No.: 2 or 3 Code(A~Z or 0~9)
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
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