Skip to content
KinPilot™Learn & Explore
Menu

Grades 3–5 · Machines

How can a pulley make lifting easier?

A rope and a turning wheel can let someone lift a load with a smaller pull. Yet a pulley does not make the load lighter. It changes how the rope supports the load and how far the pulling end must travel.

A pulley is a wheel with a groove around its edge. The rope runs in that groove. When a single pulley is fixed overhead, pulling down on one end raises a load on the other. This changes the direction of the pull, which can make lifting more convenient. By itself, that fixed wheel does not halve the force needed.

Something different happens when the pulley is attached to the load and rises with it. One end of the rope is fixed overhead, and the rope passes beneath the moving pulley before returning upward to the free end. Two sections of rope now support the moving pulley. In a smooth, slow-moving arrangement, they share the weight equally.

Suppose the load and moving pulley together need 10 newtons of upward support. A newton is a unit of force. Each supporting rope section supplies 5 newtons, so the pull at the free end is also 5 newtons. The two upward pulls together balance the 10-newton downward weight.

Trace the rope from its fixed end around the movable wheel. Both vertical sections support the load; the free end is pulled upward in this arrangement.

Fixed and movable pulleysUpper arrangement: a fixed wheel redirects a rope so a downward pull lifts a ten-newton load. Lower arrangement: one rope end is fixed overhead; the rope runs beneath a movable pulley and its free end is pulled upward. Two vertical rope sections each carry five newtons and support the ten-newton moving load.A rope can share the loadFixed pulley: change direction10 NPull10 NOne supporting section.Pull down; the load rises.Movable pulley: share the load5 N5 N10 NPulley rises with the load.Raise the load 1 m:pull 2 m of rope upward.
A fixed pulley changes pulling direction. A movable pulley has two supporting rope sections: in the ideal example, two 5 N pulls support a 10 N load, and raising it 1 m requires pulling 2 m of rope.

The trade becomes clear when the load rises. If it goes up one meter, each supporting section becomes one meter shorter. Two meters of rope must therefore pass through the free end. Half the force acts over twice the distance. The person still supplies the energy needed to raise the load; the arrangement spreads that effort over a longer pull. Larger lifting systems use this same idea, with several rope sections sharing a moving load.

About this explanation

The example includes the moving pulley's weight in the 10 N load and ignores friction and rope stretch. Real lifting requires additional force to overcome losses.

Starting knowledge: Trace a rope and compare a longer pull with a shorter lift.

Sources

  • OpenStax — Physics section 9 3 Simple Machines
  • NASA Glenn Research Center — Simple Machine Web: Pulleys
  • NASA Mars Exploration Program — Robotics Activities: Mechanical Advantage
← Grades 3–5 topics