Where, r 1 and r 2 are the radius of smaller and larger pulleys respectively and x is the centre distance between the driving and driven pulleys. A flat belt runs over a driving pulley of diameter mm at rpm. The maximum tension in the belt is limited to N. Taking the coefficient of friction between the pulley and the belt as 0.
To determine the power transmission, we need to find out the velocity of the belt. We know that the ratio of driving tensions for the flat belt is given by. Ratio of Driving Tension for Flat Belts. Types of Belts The following are the important types of belts: Flat belts Trapezoidal belts or V-belts Circular belts or rope Ratio of Driving Tensions for Flat Belt Drives Let us assume the pulley shown in figure is a driven pulley and is driven by a driving pulley or driver.
Considering the equilibrium the following forces are present on the belt element PQ: Angle of Lap or Angle of Contact The angle of lap for the open belt drives can be determined from the relation Where, Where, r 1 and r 2 are the radius of smaller and larger pulleys respectively and x is the centre distance between the driving and driven pulleys.
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