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2609 Bartram Road • Bristol, PA 19007-6810 USA
TEL 215-781-9956 • FAX 215-781-9845
WWW.ARIESELEC.COM • INFO@ARIESELEC.COM
12010
Rev. 6.1
1 of 1
ALL DIMENSIONS: INCHES [MILLIMETERS]
ALL TOLERANCES: ±0.005 [0.13] UNLESS OTHERWISE SPECIFIED
FOR COLLET SOCKETS WITH SOLDER PIN TAILS, SEE DATA SHEETS 12012
CONSULT FACTORY FOR OTHER SIZES AND CONFIGURATIONS
CUSTOMIZATION: ARIES SPECIALIZES IN CUSTOM DESIGN AND PRODUCTION.
SPECIAL MATERIALS, PLATINGS, SIZES, AND CONFIGURATIONS CAN BE
FURNISHED, DEPENDING ON QUANTITY.
ARIES RESERVES THE RIGHT TO CHANGE PRODUCT GENERAL SPECIFICATIONS
WITHOUT NOTICE
PRINTOUTS OF THIS DOCUMENT MAY BE OUT-OF-DATE AND SHOULD BE
CONSIDERED UNCONTROLLED
FEATURES
• ElevatedMountingofLCDsorOtherOdd-centeredorHighPin-countComponents
• AnyHeightfrom0.360to2.000[9.14to50.80]
• OptionalSpacerforMountingon0.300[7.62],0.600[15.24],0.900[22.86],1.100[27.94],and
1.300[33.02]Centers
GENERAL SPECIFICATIONS
• BODY:blackUL94V-0glass-filled4/6Nylon
• PIN:GradeAPhosphorBronzeperQQ-B-750
• OPTIONAL SPACER:FR-40.032[0.81]thick
• PIN PLATING:10µ[0.25µ]min.AuperMIL-G-45204over50µ[1.27µ]min.Niper
SAEAMS-QQ-N-290B;–OR–200µ[5.08µ]min.matteSnperASTMB545-97(2004)
e1over50µ[1.27µ]min.NiperSAEAMS-QQ-N-290B;–OR–200µ[5.08µ]min.
90/10Sn/PbperMIL-T-10727Type1over50µ[1.27µ]min.NiperSAEAMS-QQ-N-
290B
• CURRENT RATING:1.5amps
• OPERATING TEMPERATURE:-67°Fto221°F[-55°Cto105°C]Sn&Sn/Pbplating;
-67°Fto257°F[-55°Cto125°C]Au
• INSERTION FORCE:110g/pinaverage
• WITHDRAWAL FORCE:75g/pinaverage
• ACCEPTS LEADS:flatleadsupto0.014x0.020wide[0.36-0.51],RoundLeadsupto
0.020[0.51]dia.
• LEAD LENGTHS:fromseatingplane0.080-0.160[2.03-4.06]
MOUNTING CONSIDERATIONS
• SUGGESTED PCB HOLE SIZE:0.045±0.002[1.14±0.05]dia.
Series 700 Elevator Strip-Line™ Socket
w/Bifurcated Contacts & Solder Pin Tails
ORDERING INFORMATION
XX 7 XXX-X XXX
Plating
0=Sn
0TL=Sn/Pb
1=Au
Termination
1=SolderPinTail
Elevated Height
0.360-2.000[9.14-50.80]
Series
No. of Pins
(SeeTable)
No. of Pins No. of Grooves
20 2
25 2
30 2
34 3
40 2