The blades of the portable fan generate a 1.8-lb thrust T as shown. Compute the moment Mo of this force about the rear support point O. For comparison, determine the moment about O due to the weight of the motor-fan unit AB, whose weight of 25 lb acts at G. The moments are positive if counterclockwise, negative if clockwise. Assume a = 7.0 in., b = 1.5 in., c = 11.5 in., d = 4.5in., e = 2.0 in., and 0 = 19% Air flow 0 Answers: Due to thrust T Mo= Due to weight Mo= B The tolerance is ± 2%. i lb-in. lb-in.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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The
blades of the portable fan generate a 1.8-lb thrust T as shown. Compute the moment Mo of this force about the rear support point
O. For comparison, determine the moment about O due to the weight of the motor-fan unit AB, whose weight of 25 lb acts at G. The
moments are positive if counterclockwise, negative if clockwise.
Assume a = 7.0 in., b = 1.5 in., c = 11.5 in., d = 4.5in., e = 2.0 in., and 0 = 19%
Air flow
0
Answers:
Due to thrust T Mo=
Due to weight Mo=
B
The tolerance is ± 2%.
i
lb-in.
lb-in.
Transcribed Image Text:The blades of the portable fan generate a 1.8-lb thrust T as shown. Compute the moment Mo of this force about the rear support point O. For comparison, determine the moment about O due to the weight of the motor-fan unit AB, whose weight of 25 lb acts at G. The moments are positive if counterclockwise, negative if clockwise. Assume a = 7.0 in., b = 1.5 in., c = 11.5 in., d = 4.5in., e = 2.0 in., and 0 = 19% Air flow 0 Answers: Due to thrust T Mo= Due to weight Mo= B The tolerance is ± 2%. i lb-in. lb-in.
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