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PCB LAYOUT SERIES 540, SMD TYPES
172
TECHNICAL SPECIFICATIONS (FOR GENERAL SPECS, SEE PAGE 155)
INSULATOR Glass filled thermoplastic PPS-GF30-FR
FLAMMABILITY UL 94V-O
CONTACT Phosphor bronze
CONTACT PRESSURE Min. 1.5 N per contact
MECHANICAL LIFE Min. 50 cycles
RATED CURRENT 1 A
CONTACT RESISTANCE Max. 20 mΩ
DIELECTRIC STRENGTH Min. 600 VRMS
INSULATION RESISTANCE Min. 5’000 MΩ
CAPACITANCE Max. 2 pF
COPLANARITY
SMD TERMINATIONS Max. 0.1 mm
ORDERING INFORMATION ROHS COMPLIANT PARTS
PP PLATING CODE TERMINATION CONTACT
88 Tin Tin
Series 540 PLCC sockets with SMT terminations come with square sizes for IC-packages according to JEDEC MO-047 and rectangular size (32) according
to JEDEC MO-052, low profile.
Option: parts with positioning pegs add suffix -2 to part number (only
available for No. of poles 32, 44, 68 and 84).
Tape & Reel packaging:
add suffix -TR to part number.
WWW.PRECIDIP.COM TEL +41 32 421 04 00 SALES@PRECIDIP.COM
Due to technical progress, all information provided is subject to change without prior notice.
SOCKETS FOR PLASTIC LEADED
CHIP CARRIERS (PLCC)
SMT TERMINATIONS
See
page 155
T & R Packaging
NO. OF POLES A1/A2 B1/B2 C1/C2 D E ORDER CODES
20 14.86 7.02 9.20 4.60 16.00 540-88-020-17-400
28 17.34 9.50 11.76 4.60 19.70 540-88-028-17-400
16.95 / 9.40 / 11.60 /
32* 19.50 11.90 14.20
3.80 22.00 540-88-032-17-400
44 22.42 14.50 16.70 4.60 27.00 540-88-044-17-400
52 25.40 17.24 19.46 4.60 30.80 540-88-052-17-400
68 30.54 22.26 24.40 4.60 37.65 540-88-068-17-400
84 35.56 27.34 29.58 4.60 45.10 540-88-084-17-400
* RECTANGULAR