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ENGINEERING DATA SHEET SO-1057-8912
RELAY SOCKET
25 AMP
BASIC SOCKET SERIES DESIGNATION FOR:
Series KC
MEETS THE REQUIREMENTS OF:
MIL-DTL-12883
GENERAL CHARACTERISTICS
1. Supplied with mounting hardware No. 12 contacts, No. 12 crimp for power terminals; No. 16 contacts, No. 16 crimp for coil terminals.
2. Standard tolerances .xx ±.01; xxx ±.005
3. Weight .112 lb. max
4. Temperature range -70° C to +125° C
Featuring LEACH© power and control solutions
www.esterline.com
AMERICAS
6900 Orangethorpe Ave.
P.O. Box 5032
Buena Park, CA 90622
.
.
Tel: (01) 714-736-7599
Fax: (01) 714-670-1145
EUROPE
2 Rue Goethe
57430 Sarralbe
France
.
.
Tel: (33) 3 87 97 31 01
Fax: (33) 3 87 97 96 86
ASIA
Units 602-603 6/F Lakeside 1
No.8 Science Park West Avenue
Phase Two, Hong Kong Science Park
Pak Shek Kok, Tai Po, N.T.
Hong Kong
Tel: (852) 2 191 3830
Fax: (852) 2 389 5803
Data sheets are for initial product selection and comparison. Contact Esterline Power Systems prior to choosing a component.
Date of issue: 8/09 - 15 - Page 1 of 1