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SEALED MINIATURE BASIC SWITCHES
VS SEALED SERIES
Specifications
Selection Guide:
VS
16
Pin plunger
Short hinge lever
Hinge lever
Long hinge lever
Simulated roller lever
Short hinge roller lever
Hinge roller lever
1
2
3
4
5
6
None
Actuator
-
G
Operating
Force
0.187x0.020 Tab
A
Terminal
Type
Features
Industry standard design with 16A ratings
Choose from a variety of levers, terminals
Epoxy resin assuring stable sealing
Available in molded lead wire terminals
Riveted joint for lever arms
RoHS Compliant
IP67 rated
H
Current A
Sealed
U
Sealed Cable
None
Contact
Configuration
1NO/1NC
1
2
1NO contact
1NC contact
Picture and Dimensions:
VS5WG-A
Meter(s)
M
None
Cable Length
Unit
No cable
F
Foot/feet
Cable Length
Number
None
Options
Silver contact
K
Gold contact
-
W
Wiring Diagram:
Operating Characteristics
1.96N (7oz) 1.0mm (0.04in.) 1.2mm (0.05in.)
0.29N (1oz) 14.7±0.4mm (0.579±0.02in.)
01
1
3
5
11
16
0.1A
1A
3A
5A
11A
16A
Custom
7
8
Long simulated roller lever
150g Max
E
G
300g Max
Operating Speed
Operating Frequency
Insulation Resistance
Contact Resistance
Rated Current/Voltage
Dielectric Strength
Service Life
Operating Temperature
Degree of Protection
0.01mm to 1m/sec (Plunger models without levers)
Mechanical:
600 ops/min;
Electrical:
60 ops/min
1,000 VAC, 50/60 Hz for 1 min between terminals of the same polarity
2,500 VAC, 50/60 Hz for 1 min between current-carrying metal parts and
ground, and between each terminal and non-current-carrying metal parts
Mechanical:
10,000,000
(operations)
Electrical:
10,000 min.
(operations)
Standard: -40
o
C~+85
o
C(-40
o
F~+185
o
F)
High temperature: up to +150
o
C(302
o
F)
IP40
0.1A, 3A, 5A, 11A, 16A 1/2HP 125/250VAC
>100M
Ω
@500VDC
<25M
Ω
(Initial value)
h
t
t
p
:
/
/
w
w
w
.
s
u
n
s
-
u
s
a
.
c
o
m
Definitions of Operating Characteristics
OF
RF
OT
TT
FP
Operating Force
Releasing Force
Overtravel
Total Travel
Free Position
PT
MD
OP
PO
Pretravel
Movement Differential
Operating Position
Travel to Positive Opening
35
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