Investigating into factors that effect the Current along a certain length of wire

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Expt: investigating into factors that effect the Current along a certain length of wire

Factor Chosen:

I have chosen to alter the length of the resistance wire throughout my investigations experiment.  It has taken careful thought over a numerous amounts of aspects I could alter, but length came out the better one for me.

Prediction:

I predict that, as the length of wire gets longer as will the current decrease.  I also further predict that, if the length of wire is doubled so will the current halve.  Once again I shall predict that in a larger wire width ways there shall be an even larger current.  

Justification of predictions:

A current flows through a length of wire at all times and if there is enough power it should always be the same.  However I feel that as the length of wire gets longer it shall take more effort and the current will decrease, as there is a further distance for it to share the current over.  Below is an equation that will help me find the current however as there will be a ammeter present.

I (Current in Amps) = V (Potential Difference Volts) x R (Resistance in ohms)

Experimental method:

The apparatus was set up as shown above.  The apparatus contained what is shown however it can be put in more detail.  There would’ve need to have been a lab with electrical sockets to power the pack.  With the length of resistance wire, it must be much more detailed.  There are many different widths of wire that are recorded in SWG, as any other units would be impractical.  I have chosen to use a 32 SWG for my main wire, however I feel it suitable to use another wire to acts as a comparison.  It would be sensible to bring in another length close to the original to compare the two by.  The second width U shall be using is 24 SWG.  On the piece of wood there will be some masking tape on which I shall mark every five centimetres.  At these five centimetres I shall measure the current.  I shall record the current and later on I will find the resistance by using the equation:

Resistance = Current

                    Volts

The resistance is a good factor to also record, as the current and length also affect it and the width of a wire, I shall not be recording this however because it is irrelevant to the course work.  However below is an equation showing how the length would affect the resistance.    

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R = constant x length / area of cross section.

Once the apparatus is gathered and set up as above I shall begin my experiment.  The power pack shall be set to 3V before I begin my experiment.  I shall start with the contact at zero on the measurement.  I shall record the current along the wire every five centimetres until I have got results up to around 50 centimetres.  I shall repeat this three times and then I shall move onto my next wire.  I shall make sure that each one starts at the same place and ...

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