**Example Belt Drive Calculation**

A 600 watt alternator produces full output at 1000 revs. per minute and has an
overall efficiency of 70%.The alternator pulley has a diameter of 40 mm, the
coefficient of friction between the belt and pulley is 0.3 (assume the belt and
pulleys are 'flat') and the angle of wrap of the belt around the pulley in 140^{o}.

Determine: (i) the minimum values of the belt
tension T_{1} and T_{2} that will provide the necessary output and
(ii) the maximum normal pressure between the belt and the pulley if the belt is 6 mm wide.

In the solution below it is assumed that the element of belt subtends a small angle
and when resolving radially, sine of half the small angle is approximately equal to the angle
in radians and (resolving in a tangential direction) the cosine is approximately
equal to 1.

The maximum normal pressure between the belt and the pulley will be just before the
belt leaves the pulley on the tight side.

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David J Grieve, 20th November 2001.