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Mechanical Drawing:
SPECIFICATIONS
Model Number: TNE2C
Part Number: 19020169A SPEC Number: 26013657A J an 24, 2013
Specifications:
Frequency = 50 / 60 Hz
Nominal Voltage = 115 VAC
Nominal Running Current = 0.530 amps
Max. Locked Rotor Current = 1.350 amps
Running Power = 56 watts
Average Speed = 3480 RPM
Bearings = Ball
Air Flow = 280 / 340 CFM
Acoustic = 61.6 / 65.4 dBA
Construction:
Venturi: Plastic, Black, UL 94V-0
Propeller & Cover: Plastic, Black, UL 94V-0
Life Expectancy:
This fan is designed for continuous duty life of 25,000
hours at 40C.
Motor:
Permanent Split Capacitor Motor
Automatic Reset Thermal Protector
Locked Rotor Protection
Operating Temperature: -10ºC to 70ºC
Storage Temperature: -40ºC to 85ºC
Termination:
12” Lead wires, 18 AWG, UL 1015
Agency Approvals:
UL, CE
(RoHS Compliant)