GCSE Gears

GCSE Gears

Gears

A gear is used to change the moment of a turning effect. So, they can multiply the turning effect to increase or decrease it.

In the above diagram of the two cogs the centre of each cog is the pivot. One cog turns clockwise, whist the other turns anticlockwise. 

Forces acting where the cogs of the gear wheels meet.

Where the teeth of the gear cogs meet the gear cogs will exert equal and  opposite forces on each other, where the surfaces are in contact as shown below

Gear cogs exerting equal an opposite forces on each other.

Force arrow equal in size, opposite in direction. These should be along a tangent to the cog, this means that they are at a 90 degree angle to the line that would go to the centre of the cog. 

Small Cog turning a Large Cog

In the diagram below, the small cog is half the size of the large cog. This means that it will rotate twice as fast as the large cog. 

Fast small rotating cog, turning a slow roating large cog

If the small cog is connected to the engine of a car, and the large cog is connected to a wheel, then this cog arrangment would represent a low gear selection for a car. This means that the large cog would have a high turning effect, but rotating at a low speed. This would be used when travelling up a steep hill. 

Large Cog turning a Small Cog

In the diagram below the large cog is twice the size of the small cog, so the large cog rotates at half the speed to the small cog.

Slow moving large cog turning a faster moving small cog

If the large cog is connected to the engine of a car, and the small cog is connected to a wheel, then this cog arrangment would represent a high gear selection for a car. This means that the small cog would have a low turning effect, but rotating at a high speed. This would be used when travelling along at a reasonable speed. 

Practice questions

1.What are gears used for?

2. The teeth of one gear cog will exert a 10N downward force on a 2nd gear cog. State the size and direction of the force that the 2nd gear cog will exert on the first gear cog

3. A small gear cog has a radius of 5cm and a 2nd gear cog has a radius of 20cm. If the smaller gear cog rotates 50 times per minute, calculate the number of rotations per minute that the large cog completes.

Accordion Content
Accordion Content
Accordion Content
Accordion Content