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Dimensions for reference only. Mounting and terminal hardware supplied unassembled.
Series—W9000 Swivel Action Pushbutton Switches
PUSHBUTTON SWITCHES
• Swivel action allows operation from
any angle
• Large button
• Splash proof
• Momentary snap action
• Solder lug terminals
• Variety of adapter and button colors
W9000
STANDARD
0.00 = inches
[0,0] = mm
D I M E N S I O N S — W 9 0 0 0 PANEL CUTOUT WHEN ORDERING SPECIFY. . .
BASIC SWITCH & SCHEMATIC DIAGRAM
• Meets MIL-S-8805 seal level 6 (splash proof)
• Electrical life: 25,000 operations minimum
at rated load
• Mechanical life: 200,000 operations
(50,000 operations for 3 terminal design)
• Operating force: 4 ± 1 lb (17.6N ± 4.4N)
• Total plunger travel:
0.085 in. (2.2mm) approx.
• Weight with adapter:
0.088 lbs approx.
28VDC②120VAC
Par t Number Type of
Number of Poles Operation Resistive Inductive Lamp Resistive Inductiv e ①
W9000 1 Momentary 10 5 3 10 5
①p.f. = .75
②3 amps max. through center terminal.
F E AT U R E S S P E C I F I C AT I O N S CURRENT RAT I N G S
SELECTION TABLE
Code Suffixes - Add to Cat. No.
Base Adapter Color Pushbutton Color
Catalog Circuit
Number Operation and Schematic Color Code Suffix Color Code Suffix
W9001 1 P.S.T.-N.O.
W9002 1 P.S.T.-N.C.
W9003 1 P.-2 Circuit Black None Red R
W9004 Momentary Snap Action 1 P.S.T. Clear C Black B
3 Terminal N.O. Gray None
W9005 1 P.S.T.
3 Terminal N.C.
W9006 1 P.D.T.-N.O.-N.C.
SERIES AND TYPE
W9001 W9002 W9003 W9004 W9005 W9006③
Normally Open Normally Closed Two Circuit 3 Terminal N.O. 3 Terminal N.C. S.P.D.T.
③For W9006 or SPDT circuit, mount terminal jumper to terminals #2 and #4.
W 9 0 0 1 C B
BUTTON COLOR
ADAPTOR COLOR
BASE SWITCH