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17.2250
17.2250
21.5840
12.8850
12.35
1.5875
7.1115
Required torque: 29 Ncm (2.3 lbf in)
Recommended tool: TL-TORQUEDRIVER-01
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
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-BGA234 Socket for 9X12mm IC, 0.5mm pitch
Primary dimension units are millimeters, Secondary dimension units are [inches], Weight is in grams.
STATUS: Released
REV. A
DATE: 11/06/2019
Material: N/A
Finish: N/A
Weight: 13.09
SBT-BGA-7043 Drawing
SCALE: 3:1
SHEET: 1 OF 4
ENG: M. Raske
FILE: SBT-BGA-7043 Dwg
DRAWN BY: M. Raske