The turning moment diagram for the engine is drawn to the following scales: Turning moment, 1 mm = 1000 N-m and crank angle, 1 mm = 6°. The areas above and below the mean turning moment line taken in order are : 530, 330, 380, 470, 180, 360, 350 and 280 mm². The mean speed of the engine is 150 r.p.m. and the total fluctuation of speed must not exceed 3.5% of mean speed. Determine the diameter and mass of the flywheel rim, assuming that the total energy of the flywheel to be 15/14 that of rim. The peripheral velocity of the flywheel is 15 m/s. Find also the suitable cross-scetional area of the rim of the flywheel. Take density of the material of the rim as 7200 kg/m³.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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The turning moment diagram for the engine is drawn to the following scales:
Turning moment, 1 mm =
1000 N-m and crank angle, 1 mm =
- 6°.
The areas above and below the mean turning moment line taken in order are : 530, 330, 380, 470, 180,
360, 350 and 280 mm².
The mean speed of the engine is 150 r.p.m. and the total fluctuation of speed must not exceed 3.5% of
mean speed. Determine the diameter and mass of the flywheel rim, assuming that the total energy of
the flywheel to be 15/14 that of rim. The peripheral velocity of the flywheel is 15 m/s. Find also the
suitable cross-scetional area of the rim of the flywheel. Take density of the material of the rim as 7200
kg/m³.
[Ans. 1.91 m; 8063 kg; 0.1866 m²]
Transcribed Image Text:The turning moment diagram for the engine is drawn to the following scales: Turning moment, 1 mm = 1000 N-m and crank angle, 1 mm = - 6°. The areas above and below the mean turning moment line taken in order are : 530, 330, 380, 470, 180, 360, 350 and 280 mm². The mean speed of the engine is 150 r.p.m. and the total fluctuation of speed must not exceed 3.5% of mean speed. Determine the diameter and mass of the flywheel rim, assuming that the total energy of the flywheel to be 15/14 that of rim. The peripheral velocity of the flywheel is 15 m/s. Find also the suitable cross-scetional area of the rim of the flywheel. Take density of the material of the rim as 7200 kg/m³. [Ans. 1.91 m; 8063 kg; 0.1866 m²]
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