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BusBoard Prototype Systems -
Built for designers
www.BusBoard.com sales@busboard.com BPS-DAT-(BB2)-001 Rev 4.00
© 2014 BusBoard Prototype Systems Ltd. All rights reserved. BusBoard is a trademark of BusBoard Prototype Systems Ltd.
AdapterBoard SOIC32+SSOP32
Adapter Board for SOIC and SSOP ICs, Up to 32 Pins
Features
This AdapterBoard connect SOIC or SSOP
integrated circuits to DIP-32 pins to allow them
to be used with solderless breadboards or thru-
hole prototyping boards.
Dual-usage adapter. The board has a SOIC-32
footprint on the top (0.050” pin pitch) and a
SSOP-32 (0.65mm pin pitch) footprint on the
bottom. The SOIC pads can be used for narrow
or wide packages (up to 0.500” pin-to-pin).
Multiple smaller SOICs can be installed.
Bonus SMT pads allow other components to be
added on square 0.050” pads. Vias allow
connection to SMT pads on other side. Tracks
under SOIC-32 connect left and right SMT pads
to carry signals. These can be used to add
decoupling capacitors to the IC when the power
and ground pins are at opposite ends.
Specifications
Dual usage SOIC-32 (0.050” pin pitch) or
SSOP-32 (0.65mm pin pitch) adapter
Two 1x16 headers provided (not soldered).
DIP-32 rows are 0.6” apart.
DIP-32 holes are drilled on 0.1" (2.54mm)
centers. 0.037" (0.94mm) holes sized for
square post headers.
Size = 0.700 x 1.600in, 1/16" thick (1.6mm)
Etched FR4 glass-epoxy circuit board.
Solder mask to prevent solder bridges.
Double-sided, 1oz/ft2 copper, anti-tarnish
coating for easy soldering. Lead free and
RoHS compatible.
Order Part# AB-SOIC32+SSOP
Photos
SOIC Side SSOP Side
Tracks Connecting
SMT Bonus Pads