Investigation into the affect of radius length On the speed and time period of one orbit.

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Oliver Lamb

Investigation into the affect of radius length

On the speed and time period of one orbit

There are many things that will affect the out come in this experiment, the mass of the object in orbit, the length of the radius, gravity mulling it down to the centre of the earth, friction on the string in the rotation axis. I am going to look at how the radius affects the speed of one orbit.

I predict that as the radius increases the time taken for one orbit will also increase.

In fact if the radius doubles the time also taken for one orbit will also double. If we draw an arc of a circle with its centre of rotation at the apex of the angle θ, then the length of the arc (s, or 2s or 3s) is proportional to the length of the radius (r, or 2r, or 3r), so long as the arch always subtends the same angel θ.

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On this information I am going to base my experiment on.

In this experiment I will need all these equipment:

                Stopwatch

                Bung

                Fishing wire        (as this will minimise friction as the bung rotates)

                Ruler

                10g weights

                

Method:        Set up the apparatus in the diagram below. I will then measure the length of the radius starting at 10 cm and increase the length by 5cm each time. Using the weights I will keep it at a constant of 40g on the end nylon thread this will keep the tension in ...

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