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?Dimensions ?Mounting Hole Dimensions ?Circuit Diagram ?Packing Specifications ?
?Soldering Conditions ?
Part number SDKPA40400
Type Slide
Circuit arrangement DPDT
Travel 6mm
Operating force 10(+10, -5)N
Mounting method Self-tap (For M3)
Terminal type Right angle
Turning stopper With
Marking variety Without marking
C-UL-US 5A 250V AC
SEMKO 5A 250V~
Ratings satisfying local electrical appliance and material safety law 250V 5A‡
Operating temperature range -10? to +60?
Rating 5A 250V AC
Electrical performance Contact resistance 100m? max.
Insulation resistance 500M? min. 500V DC
Voltage proof 2,000V AC for 1 minute
Mechanical
performance
Terminal strength 10N for 1 minute
Actuator strength Operating direction 50N
Perpendicular direction 50N
Durability Operating life 1,000 cycles
Without load
Environmental
performance
Cold -20±2? for 96h
Dry heat 85±2? for 96h
Damp heat 40±2? , 90 to 95%RH for 96h
Minimum order unit (pcs.) Japan 100
Export 1,000
3D CAD (STEP)
Certificate of Compliance to RoHS regulations
Viewed from direction A in the dimensions.
B ul k
Number of packages
(pcs.)
1 case / Japan 100
1 case / export
packing
1,000
Export package measurements (mm) 555×381×267
R ef erence for Hand Sol deri ng
Soldering temperature 350±10?
Soldering time 3+1/0s
Notes are common to this series/models.
This site catalog shows only outline specifications. When using the products, please obtain formal specifications for
supply.
Please place purchase orders per minimum order unit (integer).
In qu i ry
For m ore i nformation pl eas e contact: Sales or Products
Informati on Center.
1-7, Yukigaya-otsukamachi, Ota-ku, Tokyo, Japan 145-8501
PHONE : +81 (3) 5499-8154
COPYRIGHT© 2014 ALPS ELECTRIC CO., LTD
Power Switch > SDKP Series > SDKPA40400
5A 250V AC Qualified Primary Input Voltage Selection Type SDKP
Series