The moment of Inertia of the rotating parts of a motorcycle is 0.3 kg - m ^ 2 and that of its each road wheel is 1.8 kg - m ^ 2 The weight of the motorcycle together with the rider is 300 kg and its center of gravity is 65 cm above the ground level. Determine the angle of heel if the cycle is travelling at 50 kilometers per hour and taking a turn of 25 m radius, when the cycle is standing upright and the rider is sitting on it. The speed of the engine is six times the speed of the wheels and in the same sense. The wheel radius is 50 cm.

The moment of Inertia of the rotating parts of a motorcycle is 0.3 kg - m ^ 2 and that of its each road wheel is 1.8 kg - m ^ 2 The weight of the motorcycle together with the rider is 300 kg and its center of gravity is 65 cm above the ground level. Determine the angle of heel if the cycle is travelling at 50 kilometers per hour and taking a turn of 25 m radius, when the cycle is standing upright and the rider is sitting on it. The speed of the engine is six times the speed of the wheels and in the same sense. The wheel radius is 50 cm.

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Question

The moment of Inertia of the rotating parts of a
motorcycle is 0.3 kg - m ^ 2 and that of its each
road wheel is 1.8 kg - m ^ 2 The weight of the
motorcycle together with the rider is 300 kg and
its center of gravity is 65 cm above the ground
level. Determine the angle of heel if the cycle is
travelling at 50 kilometers per hour and taking a
turn of 25 m radius, when the cycle is standing
upright and the rider is sitting on it. The speed of
the engine is six times the speed of the wheels
and in the same sense. The wheel radius is 50
cm.

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