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DC AXIAL FANS
Tel: 425-222-5900 800-453-4569www.mechatronics.com E-mail: Sales@Mechatronics.com Fax: 425-222-5155 Cooling Simplified
(40 x 40 x 15 mm)
1.57 x 1.57 x 0.59 inches
Construction: UL94V-0 PBT impeller & frame
Bearing option: ball bearing
Connection: AWG 26, UL1061 lead wires
Frame: ribbed
Protection: thermal
Options: tachometer output or locked rotor
alarm signal; PWM speed control
12.0
8.0
6.0
2.0
STATIC PRESSURE - MM OF WATER
14.0
00.100.150.2
.35
H
M
E
X
4.0
10.0
0.05 0.20 0.30
L
16.0
AIR FLOW (M
3
/MIN)
G4015 series
Model No.
Rated
Voltage
V
Current mA Speed
RPM
Air Volume Max. Static
Pressure (H20)
Sound
Noise
dbA
Weigh t
g
512 24 M³/Min. CFM MM INCH
G4015L 5/12/24 200 80 50 4,000 0.10 4.00 1.84 0.07 20 23
G4015M 5/12/24 300 130 70 6,000 0.16 6.00 4.08 0.16 23 23
G4015H 5/12/24 400 200 90 8,000 0.22 8.00 7.24 0.29 29 23
G4015E 12/24 -270 110 10,000 0.28 10.00 11.02 0.43 35 23
G4015X 12/24 -350 160 12,000 0.33 12.00 15.31 0.60 39 23
1.57 ±0.02
(40 ±0.05)
1.26 ±0.02
(32 ±0.5)
4x Ø 0.17 ±0.01
(Ø 4.4 ±0.3)
0.59 ±0.01
(15 ±0.3)
12.15.14