To investigate how the length of a simple pendulum affects the time for one complete swing.
One complete swing is, for example;
b - c - b - a -b
For this experiment there is only one key factor,the length of the pendulum.
This doesn't take much time to write out, but anyone looking at it can easily see at a glance that you know what you are doing and have planned a fair test. You would need to have carried out some trial experiments, and thought about how a pendulum works, before being able to make a summary such as this.
| variable | value or range | how measured | |
|---|---|---|---|
| time | find out | for 20 swings | stopwatch |
| length | preset to | 20, 40, 60, ...160cm; 3 repeats | ruler |
| size of swing | same | No effect. about 10 degrees | protractor |
| mass | same | No effect. About 20-50g | electronic balance |
| air resistance | same | very small | |
| gravity | same | can't change. 10 N/kg. | |
| variable | value or range | how measured |
|---|---|---|
| Dependent variable (continuous): Time | ||
| Time for one complete swing | measured: The time for 20 swings will be measured. typical values: At most a few seconds per swing |
digital stopwatch records to .01s |
| Independent variable (continuous): Length | ||
| length of string | range: 20cm to 160cm, in steps of 20cm, number of results: 8 repeats: 3 repeats at each length. |
metre ruler accurate to 1mm |
| Control variables | ||
| size of swing | This will be kept small (about 10 degrees). The size of the swing does not have much effect on the time of swing. | protractor |
| mass of pendulum bob | Has no effect on the time of swing, so the mass used is not
very important, although the size will affect the air resistance. Value will be about 20-50g |
electronic balance |
| air resistance | A small, dense, metal bob will be used to minimise air resistance. | |
| pull of gravity | This will stay the same. The pull of gravity gets less as you
move away from the centre of the Earth, so would be slightly less
at the top of a mountain. Gravitational field strength at the surface of the Earth is about 10 N/kg. |
|
NOTE: An investigation such as this would be too simple to give access to high marks.