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5 Energy Way, P.O. Box 1019, West Warwick, RI 02893 USA Tel. 800-424-9850/401-823-5200 • Fax 401-823-8723 • Email info@advintcorp.com • Internet http://www.advintcorp.com
inch/(mm)Products shown covered by patents issued and/or pending. Specifications subject to change without notice. Page 4
Ball Grid Array
(BGA) Adapters
Features:
•Soldering BGA Device to adapter subjects
BGA to less thermal stress than soldering
BGA directly to a PCB due to the adapter’s
lower mass.
•Uses same footprint as BGA device.
•Custom adapters available for heat sink
attachment.
Terminals:
Brass - Copper Alloy (C36000),
ASTM-B-16
Plating:
G - Gold over Nickel
Body Material:
FR-4 Glass Epoxy, U.L. Rated 94V-O
How It Works:
Standard Adapter (A):
•Mates with Standard Socket (S)
•Adapter size equals BGA Device
body + .079/(2.0)
BGA Adapters
How To Order
1 F G A XXX -638 G
Footprint Dash#
If Applicable* Terminal Plating
G - Gold
Terminal Type
Body Type
F - FR-4
Model Type
A = Standard Adapter
AX = Extraction Slot Adapter
(1.5, 1.27, 1.0mm Pitch only)
Pitch
B = .059/(1.5mm)
G = .050/(1.27mm)
H = .039/(1.0mm)
J = .0315/(0.80mm)
K = .0295/(0.75mm)
Number of Positions
*See BGA Footprint Section or web site
1.27mm & 1.5mm Pitch
Type -638
.018
(0.46) Dia.
.182
(4.62)
1.0mm Pitch
Type -715
.011/(0.28)
Dia.
.159
(4.04)
0.80mm Pitch
Type -700
.011
(0.28)Dia.
.146
(3.71)
0.75mm Pitch
Type -757
.008
(0.20)Dia.
.142
(3.61)
BGA Body + .079/(2.0)
BGA Device
.039/(1.0)
Extraction Slot Adapter (AX):
•Slots allow AIC extraction tool (sold
separately) to easily remove device/
adapter assembly from socket.
•Mates with Extraction Socket (SB)
or Guide Post Socket (SG)
•Adapter size equals the BGA
Device body + .157/(4.0)
BGA Device
BGA Body + .157/(4.0)
.079/(2.0)
BGA Adapter Extraction Tool:
•Insert “T” bar end of tool into extraction slot adapter.
•Slide tool to end of slot and pry adapter from socket.
•Repeat in additional slots until adapter is separated from socket.
Blade Width
Tool P/N 5566 5504
.373/(9.5mm) .675/(17.1mm)
Blade Width
Device Package Size
< 1.024 (26mm) > 1.024 (26mm)
P/N 5566
P/N 5504
Terminals
DEVICE
ADAPTER
SOCKET
PC BOARD
Reflow (solder) BGA
Device to Adapter
Reflow (solder)
Socket to PCB