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1
ERNIElektroapparateGmbHSPostfach SD--73099 AdelbergS Tel.(07166)50--0S Fax(07166)50--282
New Female ConnectorGeneration SMCSeries
Easy and space saving snap--inlocking with thepin numbers 12, 26 and 50
General
The subminiatureconnectorsof the SMCserieswith
pitch 1.27 mm are availableinthe standardtype Band
the inverted type Q.
Theseminiatureconnectorsprovide high currentrating
and high dielectric strength.
Anewfemaleconnectorgeneration foreasy and quick
locking of the femaleconnectorswithIDC termination
for ribbon cableshasbeen developped.
Specificforthe newdesign isthe snap--inlocking,
whichlocks intothe maleconnectorswithaclick in.
Abenefitof the newdesign isthe spacesaving compa-
red tothe existing versionswith ejectorlatches.This
meansadditionalspaceforcomponentassemblyonthe
PCB.Thesnap--infemaleconnectorsaremateablewith
the maleconnectors, type Q, withmounting clip.
The mateabilitywiththe maleconnectors, type B,
isin preparation.
Technical features
·Numberofpins:12,26 and 50
·Currentrating:
connector:1,2A(20°C)
ribbon cable(AWG30):app.550 mA(20°C)
·Testvoltage:
contact/contact:
500 Veff contact/ground:
750 Veff
·Contactresistance:£20 mW
·Insulation resistance:³104MW
·Temperaturerange:--65°C... +125°C
·Mating cycles:500
·Materialofinsulator:LCP30%GVUL94V--0