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Recommended Torque 8 in-lb/ 90.4 N-cm
36.2250
1.59
6.35
15.44
11.1100
AA
DETAIL AA
SCALE 12 : 1
Features
Wide temperature range (-55C to +180C)
•
High current capability (up to 4A)
•
Excellent signal integrity at high frequencies
•
Low and stable contact resistance for reliable production yield
•
Highly compliant to accommodate wide co-planarity variations
•
Automated probe manufacturing enables low cost and short lead
•
time
SBT-BGA DIRECT MOUNT, SOLDERLESS SOCKET FOR
BURN-IN AND TEST APPLICATIONS
Ironwood Electronics, Inc.
Tele: (800) 404-0204
www.ironwoodelectronics.com
Tolerances:
Hole diameters ±0.03mm [±0.001"], Pitches (from true position) ±0.025mm [±0.001"], substrate thickness tolerance ±10%, all
other tolerances ±0.13mm [±0.005"] unless stated otherwise. Materials and specifications are subject to change without notice.
Description: SBT-BGA 31x31mm 24x24 array 1.27mm pitch BGA380
Primary dimension units are millimeters, Secondary dimension units are [inches], Weight is in grams.
STATUS: Released
REV. A
DATE: 8/4/2015
Material: Material <not specified>
Finish: N/A
Weight: 69.77
SBT-BGA-6039 Drawing
SCALE: 1.5:1
SHEET: 1 OF 4
ENG: S. Huang
FILE: SBT-BGA-6039 Dwg
DRAWN BY: M. Raske