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)
Rotation: Clockwise Airfl ow Outlet: Air Out Over Struts *1: Average Values in Free Air
EMINEBEA.COM
Casing : Plastic (Black) 94V-0
Impeller : Plastic (Black) 94V-0
Lead Wire : UL1007, AWG24, +Red, -Black
4710KL (119 X 25L)
Rated Operating Current Input Speed Max. Max. Static Noise Mass
MODEL
Voltage Voltage Power Air Flow Pressure
- X00 12 6.0 ~ 13.8 0.12 1.44 1600 63.5 1.80 .07 17.9 27.0 180
- X00 12 6.0 ~ 13.8 0.19 2.28 1900 75.9 2.15 .10 24.8 31.0 180
- X00 12 6.0 ~ 13.8 0.28 3.36 2200 88.2 2.50 .13 32.3 35.0 180
- X00 12 6.0 ~ 13.8 0.40 4.80 2500 100.6 2.85 .16 40.9 38.5 180
- X00 12 6.0 ~ 13.0 0.55 6.60 2800 114.7 3.25 .20 50.5 41.5 180
- X00 24 10.0 ~ 27.6 0.08 1.92 1600 63.5 1.80 .07 17.9 27.0 180
- X00 24 10.0 ~ 27.6 0.10 2.40 1900 75.9 2.15 .10 24.8 31.0 180
- X00 24 10.0 ~ 27.6 0.15 3.60 2200 88.2 2.50 .13 32.3 35.0 180
- X00 24 10.0 ~ 27.6 0.22 5.28 2500 100.6 2.85 .16 40.9 38.5 180
- X00 24 10.0 ~ 26.0 0.29 6.96 2800 114.7 3.25 .20 50.5 41.5 180
- X00 12 6.0 ~ 13.8 0.12 1.44 1600 63.5 1.80 .07 17.9 27.0 180
- X00 12 6.0 ~ 13.8 0.19 2.28 1900 75.9 2.15 .10 24.8 31.0 180
- X00 12 6.0 ~ 13.8 0.28 3.36 2200 88.2 2.50 .13 32.3 35.0 180
- X00 12 6.0 ~ 13.8 0.40 4.80 2500 100.6 2.85 .16 40.9 38.5 180
- X00 12 6.0 ~ 13.0 0.55 6.60 2800 114.7 3.25 .20 50.5 41.5 180
- X00 24 10.0 ~ 27.6 0.08 1.92 1600 63.5 1.80 .07 17.9 27.0 180
- X00 24 10.0 ~ 27.6 0.10 2.40 1900 75.9 2.15 .10 24.8 31.0 180
- X00 24 10.0 ~ 27.6 0.15 3.60 2200 88.2 2.50 .13 32.3 35.0 180
- X00 24 10.0 ~ 27.6 0.22 5.28 2500 100.6 2.85 .16 40.9 38.5 180
- X00 24 10.0 ~ 26.0 0.29 6.96 2800 114.7 3.25 .20 50.5 41.5 180
- X00 12 6.0 ~ 13.8 0.12 1.44 1600 63.5 1.80 .07 17.9 27.0 180
- X00 12 6.0 ~ 13.8 0.19 2.28 1900 75.9 2.15 .10 24.8 31.0 180
- X00 12 6.0 ~ 13.8 0.28 3.36 2200 88.2 2.50 .13 32.3 35.0 180
- X00 12 6.0 ~ 13.8 0.40 4.80 2500 100.6 2.85 .16 40.9 38.5 180
- X00 12 6.0 ~ 13.0 0.55 6.60 2800 114.7 3.25 .20 50.5 41.5 180
- X00 24 10.0 ~ 27.6 0.08 1.92 1600 63.5 1.80 .07 17.9 27.0 180
- X00 24 10.0 ~ 27.6 0.10 2.40 1900 75.9 2.15 .10 24.8 31.0 180
- X00 24 10.0 ~ 27.6 0.15 3.60 2200 88.2 2.50 .13 32.3 35.0 180
- X00 24 10.0 ~ 27.6 0.22 5.28 2500 100.6 2.85 .16 40.9 38.5 180
- X00 24 10.0 ~ 26.0 0.29 6.96 2800 114.7 3.25 .20 50.5 41.5 180
- X00 12 6.0 ~ 13.8 0.12 1.44 1600 63.5 1.80 .07 17.9 27.0 180
- X00 12 6.0 ~ 13.8 0.19 2.28 1900 75.9 2.15 .10 24.8 31.0 180
- X00 12 6.0 ~ 13.8 0.28 3.36 2200 88.2 2.50 .13 32.3 35.0 180
- X00 12 6.0 ~ 13.8 0.40 4.80 2500 100.6 2.85 .16 40.9 38.5 180
- X00 12 6.0 ~ 13.0 0.55 6.60 2800 114.7 3.25 .20 50.5 41.5 180
- X00 24 10.0 ~ 27.6 0.08 1.92 1600 63.5 1.80 .07 17.9 27.0 180
- X00 24 10.0 ~ 27.6 0.10 2.40 1900 75.9 2.15 .10 24.8 31.0 180
- X00 24 10.0 ~ 27.6 0.15 3.60 2200 88.2 2.50 .13 32.3 35.0 180
- X00 24 10.0 ~ 27.6 0.22 5.28 2500 100.6 2.85 .16 40.9 38.5 180
- X00 24 10.0 ~ 26.0 0.29 6.96 2800 114.7 3.25 .20 50.5 41.5 180
Rated Operating Current Input Speed Max. Max. Static Noise Mass
Voltage Voltage Power Air Flow Pressure
- X00 12 6.0 ~ 13.8 0.12 1.44 1600 63.5 1.80 .07 17.9 27.0 180
- X00 12 6.0 ~ 13.8 0.19 2.28 1900 75.9 2.15 .10 24.8 31.0 180
- X00 12 6.0 ~ 13.8 0.28 3.36 2200 88.2 2.50 .13 32.3 35.0 180
- X00 12 6.0 ~ 13.8 0.40 4.80 2500 100.6 2.85 .16 40.9 38.5 180
- X00 12 6.0 ~ 13.0 0.55 6.60 2800 114.7 3.25 .20 50.5 41.5 180
- X00 24 10.0 ~ 27.6 0.08 1.92 1600 63.5 1.80 .07 17.9 27.0 180
- X00 24 10.0 ~ 27.6 0.10 2.40 1900 75.9 2.15 .10 24.8 31.0 180
- X00 24 10.0 ~ 27.6 0.15 3.60 2200 88.2 2.50 .13 32.3 35.0 180
- X00 24 10.0 ~ 27.6 0.22 5.28 2500 100.6 2.85 .16 40.9 38.5 180
- X00 24 10.0 ~ 26.0 0.29 6.96 2800 114.7 3.25 .20 50.5 41.5 180
Rated Operating Current Input Speed Max. Max. Static Noise Mass
Voltage Voltage Power Air Flow Pressure
- X00 12 6.0 ~ 13.8 0.12 1.44 1600 63.5 1.80 .07 17.9 27.0 180
- X00 12 6.0 ~ 13.8 0.19 2.28 1900 75.9 2.15 .10 24.8 31.0 180
- X00 12 6.0 ~ 13.8 0.28 3.36 2200 88.2 2.50 .13 32.3 35.0 180
- X00 12 6.0 ~ 13.8 0.40 4.80 2500 100.6 2.85 .16 40.9 38.5 180
- X00 12 6.0 ~ 13.0 0.55 6.60 2800 114.7 3.25 .20 50.5 41.5 180
- X00 24 10.0 ~ 27.6 0.08 1.92 1600 63.5 1.80 .07 17.9 27.0 180
- X00 24 10.0 ~ 27.6 0.10 2.40 1900 75.9 2.15 .10 24.8 31.0 180
- X00 24 10.0 ~ 27.6 0.15 3.60 2200 88.2 2.50 .13 32.3 35.0 180
- X00 24 10.0 ~ 27.6 0.22 5.28 2500 100.6 2.85 .16 40.9 38.5 180
- X00 24 10.0 ~ 26.0 0.29 6.96 2800 114.7 3.25 .20 50.5 41.5 180
Rated Operating Current Input Speed Max. Max. Static Noise Mass
Voltage Voltage Power Air Flow Pressure
- X00 12 6.0 ~ 13.8 0.12 1.44 1600 63.5 1.80 .07 17.9 27.0 180
- X00 12 6.0 ~ 13.8 0.19 2.28 1900 75.9 2.15 .10 24.8 31.0 180
- X00 12 6.0 ~ 13.8 0.28 3.36 2200 88.2 2.50 .13 32.3 35.0 180
- X00 12 6.0 ~ 13.8 0.40 4.80 2500 100.6 2.85 .16 40.9 38.5 180
- X00 12 6.0 ~ 13.0 0.55 6.60 2800 114.7 3.25 .20 50.5 41.5 180
- X00 24 10.0 ~ 27.6 0.08 1.92 1600 63.5 1.80 .07 17.9 27.0 180
- X00 24 10.0 ~ 27.6 0.10 2.40 1900 75.9 2.15 .10 24.8 31.0 180
- X00 24 10.0 ~ 27.6 0.15 3.60 2200 88.2 2.50 .13 32.3 35.0 180
- X00 24 10.0 ~ 27.6 0.22 5.28 2500 100.6 2.85 .16 40.9 38.5 180
- X00 24 10.0 ~ 26.0 0.29 6.96 2800 114.7 3.25 .20 50.5 41.5 180
Rated Operating Current Input Speed Max. Max. Static Noise Mass
Voltage Voltage Power Air Flow Pressure
- X00 12 6.0 ~ 13.8 0.12 1.44 1600 63.5 1.80 .07 17.9 27.0 180
- X00 12 6.0 ~ 13.8 0.19 2.28 1900 75.9 2.15 .10 24.8 31.0 180
- X00 12 6.0 ~ 13.8 0.28 3.36 2200 88.2 2.50 .13 32.3 35.0 180
- X00 12 6.0 ~ 13.8 0.40 4.80 2500 100.6 2.85 .16 40.9 38.5 180
- X00 12 6.0 ~ 13.0 0.55 6.60 2800 114.7 3.25 .20 50.5 41.5 180
- X00 24 10.0 ~ 27.6 0.08 1.92 1600 63.5 1.80 .07 17.9 27.0 180
- X00 24 10.0 ~ 27.6 0.10 2.40 1900 75.9 2.15 .10 24.8 31.0 180
- X00 24 10.0 ~ 27.6 0.15 3.60 2200 88.2 2.50 .13 32.3 35.0 180
- X00 24 10.0 ~ 27.6 0.22 5.28 2500 100.6 2.85 .16 40.9 38.5 180
- X00 24 10.0 ~ 26.0 0.29 6.96 2800 114.7 3.25 .20 50.5 41.5 180
Rated Operating Current Input Speed Max. Max. Static Noise Mass
Voltage Voltage Power Air Flow Pressure
- X00 12 6.0 ~ 13.8 0.12 1.44 1600 63.5 1.80 .07 17.9 27.0 180
- X00 12 6.0 ~ 13.8 0.19 2.28 1900 75.9 2.15 .10 24.8 31.0 180
- X00 12 6.0 ~ 13.8 0.28 3.36 2200 88.2 2.50 .13 32.3 35.0 180
- X00 12 6.0 ~ 13.8 0.40 4.80 2500 100.6 2.85 .16 40.9 38.5 180
- X00 12 6.0 ~ 13.0 0.55 6.60 2800 114.7 3.25 .20 50.5 41.5 180
- X00 24 10.0 ~ 27.6 0.08 1.92 1600 63.5 1.80 .07 17.9 27.0 180
- X00 24 10.0 ~ 27.6 0.10 2.40 1900 75.9 2.15 .10 24.8 31.0 180
- X00 24 10.0 ~ 27.6 0.15 3.60 2200 88.2 2.50 .13 32.3 35.0 180
- X00 24 10.0 ~ 27.6 0.22 5.28 2500 100.6 2.85 .16 40.9 38.5 180
- X00 24 10.0 ~ 26.0 0.29 6.96 2800 114.7 3.25 .20 50.5 41.5 180
Rated Operating Current Input Speed Max. Max. Static Noise Mass
Voltage Voltage Power Air Flow Pressure
- X00 12 6.0 ~ 13.8 0.12 1.44 1600 63.5 1.80 .07 17.9 27.0 180
- X00 12 6.0 ~ 13.8 0.19 2.28 1900 75.9 2.15 .10 24.8 31.0 180
- X00 12 6.0 ~ 13.8 0.28 3.36 2200 88.2 2.50 .13 32.3 35.0 180
- X00 12 6.0 ~ 13.8 0.40 4.80 2500 100.6 2.85 .16 40.9 38.5 180
- X00 12 6.0 ~ 13.0 0.55 6.60 2800 114.7 3.25 .20 50.5 41.5 180
- X00 24 10.0 ~ 27.6 0.08 1.92 1600 63.5 1.80 .07 17.9 27.0 180
- X00 24 10.0 ~ 27.6 0.10 2.40 1900 75.9 2.15 .10 24.8 31.0 180
- X00 24 10.0 ~ 27.6 0.15 3.60 2200 88.2 2.50 .13 32.3 35.0 180
- X00 24 10.0 ~ 27.6 0.22 5.28 2500 100.6 2.85 .16 40.9 38.5 180
- X00 24 10.0 ~ 26.0 0.29 6.96 2800 114.7 3.25 .20 50.5 41.5 180
Rated Operating Current Input Speed Max. Max. Static Noise Mass
Voltage Voltage Power Air Flow Pressure
- X00 12 6.0 ~ 13.8 0.12 1.44 1600 63.5 1.80 .07 17.9 27.0 180
- X00 12 6.0 ~ 13.8 0.19 2.28 1900 75.9 2.15 .10 24.8 31.0 180
- X00 12 6.0 ~ 13.8 0.28 3.36 2200 88.2 2.50 .13 32.3 35.0 180
- X00 12 6.0 ~ 13.8 0.40 4.80 2500 100.6 2.85 .16 40.9 38.5 180
- X00 12 6.0 ~ 13.0 0.55 6.60 2800 114.7 3.25 .20 50.5 41.5 180
- X00 24 10.0 ~ 27.6 0.08 1.92 1600 63.5 1.80 .07 17.9 27.0 180
- X00 24 10.0 ~ 27.6 0.10 2.40 1900 75.9 2.15 .10 24.8 31.0 180
- X00 24 10.0 ~ 27.6 0.15 3.60 2200 88.2 2.50 .13 32.3 35.0 180
- X00 24 10.0 ~ 27.6 0.22 5.28 2500 100.6 2.85 .16 40.9 38.5 180
- X00 24 10.0 ~ 26.0 0.29 6.96 2800 114.7 3.25 .20 50.5 41.5 180
Rated Operating Current Input Speed Max. Max. Static Noise Mass
- X00 12 6.0 ~ 13.8 0.12 1.44 1600 63.5 1.80 .07 17.9 27.0 180
- X00 12 6.0 ~ 13.8 0.19 2.28 1900 75.9 2.15 .10 24.8 31.0 180
- X00 12 6.0 ~ 13.8 0.28 3.36 2200 88.2 2.50 .13 32.3 35.0 180
- X00 12 6.0 ~ 13.8 0.40 4.80 2500 100.6 2.85 .16 40.9 38.5 180
- X00 12 6.0 ~ 13.0 0.55 6.60 2800 114.7 3.25 .20 50.5 41.5 180
- X00 24 10.0 ~ 27.6 0.08 1.92 1600 63.5 1.80 .07 17.9 27.0 180
- X00 24 10.0 ~ 27.6 0.10 2.40 1900 75.9 2.15 .10 24.8 31.0 180
- X00 24 10.0 ~ 27.6 0.15 3.60 2200 88.2 2.50 .13 32.3 35.0 180
- X00 24 10.0 ~ 27.6 0.22 5.28 2500 100.6 2.85 .16 40.9 38.5 180
- X00 24 10.0 ~ 26.0 0.29 6.96 2800 114.7 3.25 .20 50.5 41.5 180
Rated Operating Current Input Speed Max. Max. Static Noise Mass
Voltage Voltage Power Air Flow Pressure
- X00 12 6.0 ~ 13.8 0.12 1.44 1600 63.5 1.80 .07 17.9 27.0 180
- X00 12 6.0 ~ 13.8 0.19 2.28 1900 75.9 2.15 .10 24.8 31.0 180
- X00 12 6.0 ~ 13.8 0.28 3.36 2200 88.2 2.50 .13 32.3 35.0 180
- X00 12 6.0 ~ 13.8 0.40 4.80 2500 100.6 2.85 .16 40.9 38.5 180
- X00 12 6.0 ~ 13.0 0.55 6.60 2800 114.7 3.25 .20 50.5 41.5 180
- X00 24 10.0 ~ 27.6 0.08 1.92 1600 63.5 1.80 .07 17.9 27.0 180
- X00 24 10.0 ~ 27.6 0.10 2.40 1900 75.9 2.15 .10 24.8 31.0 180
- X00 24 10.0 ~ 27.6 0.15 3.60 2200 88.2 2.50 .13 32.3 35.0 180
- X00 24 10.0 ~ 27.6 0.22 5.28 2500 100.6 2.85 .16 40.9 38.5 180
- X00 24 10.0 ~ 26.0 0.29 6.96 2800 114.7 3.25 .20 50.5 41.5 180
B50 Class: -10°C ~ +60°C (Operating)
B10 ~ B40 Class: -10°C ~ +70°C (Operating)
All Class: -40°C ~ +70°C (Storage)
(non-condensing environment)
(non-condensing environment)
10M Ω or over with a DC500V Megger
Auto Restart/Polarity Protection