Q46. When the operating temperature of a machine exceeds its insulation temperature rating: (a) the machine efficiency improves (b) the machine speeds up (c) the life of the machine is reduced (d) the machine slows down (e) the insulation burns Q47. The cooling fans of a motor dissipate heat through: (a) Conduction (b) Natural Convection (c) Radiation (d) Forced Convection (e) All of the above Q48. Find the energy absorbed by a copper winding when the winding temperature increases from 298 K to 353 K. The mass of the winding is 150 kg and the specific heat capacity of copper is 385 J kg ¹°C ¹. (a) 3,002,000 J (b) 3,002,000 J (c) 3,176,250 J (d) 2,589,620 J (e) 2 664 520 I

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Q46. When the operating temperature of a machine exceeds its insulation temperature rating:
(a) the machine efficiency improves
(b) the machine speeds up
(c) the life of the machine is reduced
(d) the machine slows down
(e) the insulation burns
Q47. The cooling fans of a motor dissipate heat through:
(a) Conduction
(b) Natural Convection
(c) Radiation
(d) Forced Convection
(e) All of the above
Q48. Find the energy absorbed by a copper winding when the winding temperature increases
from 298 K to 353 K. The mass of the winding is 150 kg and the specific heat capacity of
copper is 385 J kg C.
(a) 3,002,000 J
(b) 3,002,000 J
(c) 3,176,250 J
(d) 2,589,620 J
(e) 2,664,520 J
Q49- Q50 refer to the information below:
An overloaded fan-cooled induction motor has copper losses of 4 kW and iron losses of 2.5
kW. The motor cooling system dissipates heat at a rate of 3.5 kW.
Q49. Determine the net heat increase (MJ) of the motor if it is run on overload for 1.25 hours.
(a) 11.25 MJ
(b) 13.50 MJ
(c) 15.75 MJ
(d) 18.00 MJ
(e) 29.25 MJ
Q50. Calculate the operating temperature of the motor after 1.25 hours, if the motor initial
operating temperature is 30 °C. The motor has a mass of 500 kg and the average specific
heat capacity of the motor is 400 J/(kg°C).
(a) 37.5 °C
(b) 48.75 °C
(c) 84.0 °C
(d) 97.5 °C
(e) 176.25 °C
Transcribed Image Text:Q46. When the operating temperature of a machine exceeds its insulation temperature rating: (a) the machine efficiency improves (b) the machine speeds up (c) the life of the machine is reduced (d) the machine slows down (e) the insulation burns Q47. The cooling fans of a motor dissipate heat through: (a) Conduction (b) Natural Convection (c) Radiation (d) Forced Convection (e) All of the above Q48. Find the energy absorbed by a copper winding when the winding temperature increases from 298 K to 353 K. The mass of the winding is 150 kg and the specific heat capacity of copper is 385 J kg C. (a) 3,002,000 J (b) 3,002,000 J (c) 3,176,250 J (d) 2,589,620 J (e) 2,664,520 J Q49- Q50 refer to the information below: An overloaded fan-cooled induction motor has copper losses of 4 kW and iron losses of 2.5 kW. The motor cooling system dissipates heat at a rate of 3.5 kW. Q49. Determine the net heat increase (MJ) of the motor if it is run on overload for 1.25 hours. (a) 11.25 MJ (b) 13.50 MJ (c) 15.75 MJ (d) 18.00 MJ (e) 29.25 MJ Q50. Calculate the operating temperature of the motor after 1.25 hours, if the motor initial operating temperature is 30 °C. The motor has a mass of 500 kg and the average specific heat capacity of the motor is 400 J/(kg°C). (a) 37.5 °C (b) 48.75 °C (c) 84.0 °C (d) 97.5 °C (e) 176.25 °C
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