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19
Ledex® Solenoids www.ledex.com 1.937.454.2345 Fax: 1.937.898.8624
High Speed Solenoids
All specifications subject to change without notice.
All catalog products manufactured after
April 1, 2006 are RoHS Compliant
Force values for reference only.
Ledex® Low Profile Size 3EF/3EC — Push or Pull
Size 3EF Short Stroke, Flat Face
Part Number: 124912-0XX
Specifications
Dielectric Strength 23-27 awg, 1000 VRMS ; 28-33 awg,
1200 VRMS
Recommended Maximum watts dissipated by
Minimum Heat Sink solenoid are based on an unrestricted
flow of air at 20°C, with solenoid
mounted on the equivalent of an
aluminum plate measuring 45⁄8”
square by 1⁄8” thick
Coil Resistance 23-33 awg, ±5%
Weight 3.75 oz (106.3 gms)
Holding Force 3EF 26.0 lb (115.6 N) @ 105°C
Holding Force 3EC 12.0 lb (53.4 N) @ 105°C
Dimensions Ø1.312" x 0.690" L (See page 32)
Size 3EC Medium Stroke, Conical Face
Part Number: 123423-0XX
Size 3EC— Typical Force @ 20°CSize 3EF— Typical Force @ 20°C
Performance
Maximum Duty Cycle 100% 50% 25% 10%
Maximum ON Time (sec) ∞ 100 36 8
when pulsed continuously1
Maximum ON Time (sec) ∞ 162 44 9
for single pulse2
Watts (@ 20°C) 9 18 36 90
Ampere Turns (@ 20°C) 535 756 1070 1690
Coil Data
awg Resistance # VDC VDC VDC VDC
(0XX)3 (@20°C) Turns4 (Nom) (Nom) (Nom) (Nom)
23 0.70 145 2.6 3.7 5.2 8.2
24 1.18 192 3.3 4.6 6.6 10.4
25 1.97 252 4.2 5.9 8.4 13.2
26 3.26 328 5.3 7.5 10.6 16.8
27 5.04 405 6.7 9.4 13.3 21.0
28 8.02 510 8.4 11.9 16.8 27.0
29 12.21 627 10.4 14.7 21.0 33.0
30 19.20 780 13.2 18.6 26.0 42.0
31 31.84 1008 16.9 24.0 34.0 53.0
32 46.97 1215 21.0 29.0 41.0 65.0
33 75.30 1530 26.0 37.0 53.0 83.0
1 Continuously pulsed at stated watts and duty cycle
2 Single pulse at stated watts (with coil at ambient room
temperature 20°C)
3 Other coil awg sizes available — please consult factory
4 Reference number of turns
Size 3EF and 3EC – Typical Speed @ No Load, 20°C
How to Order
Add the coil awg number (0XX) to the part number
(for example: to order a 25% duty cycle unit rated at 13.3
VDC, specify 124912-027).
Please see www.ledex.com (click on Stock Products tab)
for our list of stock products available through our North
American distributors.
Force - lb (newtons)
Stroke - in (mm)
4.0
(17.8)
0
8.0
(35.6)
12.0
(53.4)
16.0
(71.2)
20.0
(89.0)
0.040
(1.02)
0.080
(2.03)
0.120
(3.05)
0.160
(4.06)
0.200
(5.08)
0.240
(6.10)
0.280
(7.11)
10% Duty Cycle 90W
25% Duty Cycle 36W
50% Duty Cycle 18W
100% Duty Cycle 9W
Force - lb (newtons)
Stroke - in (mm)
0.010
(0.25)
0 0.020
(0.51)
0.030
(0.76)
0.040
(1.02)
0.050
(1.27)
0.060
(1.52)
0.070
(1.78)
8.0
(35.6)
16.0
(71.2)
24.0
(106.8)
32.0
(142.3)
40.0
(177.9)
10% Duty Cycle 90W
25% Duty Cycle 36W
50% Duty Cycle 18W
100% Duty Cycle 9W
Time - ms
Stroke - in (mm)
8
0.080
(2.03)
0
16
24
32
40
0.160
(4.06)
0.240
(6.10)
0.320
(8.13)
0.400
(10.16)
100% Duty 9W
50% Duty 18W
25% Duty 36W
10% Duty 90W