The velocity ratio of Weston’s differential pulley is :

(Where R : Radius of bigger pulley r : Radius of smaller pulley)

This question was previously asked in
UKPSC JE Mechanical 2013 Official Paper I
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Answer (Detailed Solution Below)

Option 1 :
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UKPSC JE CE Full Test 1 (Paper I)
180 Qs. 360 Marks 180 Mins

Detailed Solution

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Concept:

Weston’s differential pulley:

  • This uses an endless chain or rope wound over an upper pulley block, consisting of two pulleys of differing diameters, and a lower pulley block carrying the load, with a loop, where the effect is applied.
  • During one revolution of the upper pulley wheels, the loop supporting the lower loop carrying the lower pulley-block will have its overall length altered by the difference between the amount wound off the smaller pulley, which π(D - d).
  • This is shared by both lengths, So both the pulley block and the load will be divided and raised by 
  • During this time the effort will move through a distance of the circumference of the large pulley πD.
  • R : Radius of bigger pulley (D = 2R), r : Radius of smaller pulley (d = 2r)

Velocity ratio 

Velocity ratio 

Velocity ratio 

Velocity ratio 

Velocity ratio 

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