Investigate the factors that affect for the resistance of a wire.

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Nirali Patel        Physics coursework        John Larwood

As part of my physics coursework, I will investigate the factors that affect for the resistance of a wire. E.g. length and diameter.

PLANNING

Hypothesis:

I am investigating the factors that affect a wire. I predict that the following have an affect on the resistance of the wire:

  1. The material of the wire (what is the wire made out of)
  2. The length of a wire.
  3. The cross sectional area of a wire
  4. the thickness of a wire

Resistance

The current flowing through a metal wire is proportional to the potential distance across it (providing that the temperature remains constant.)’ (physics for you by Keith Johnson) we say that a wire has a certain resistance to the current. The greater the resistance, the greater the voltage is required to push a current through a wire. Resistance is any sort of constriction in the flow.

Resistance is better described through ohm’s law:

Resistance= potential difference across the wire

                       Current through the wire

R=V

     I

Where R=resistance    

         V=volts

         I=current.

Ohm’s law

Ohms Law is states that); "Provided the temperature remains constant, the ratio of potential difference (p.d.) across the ends of a conductor (R) to the current (I) flowing in that conductor will also be constant".

(From CPG Physics complete practice and revision)

In other words, the current passing through a wire at constant temperature is proportional to the potential difference between its ends.

Resistors

Resistors (sometimes made out of a length of nichrome wire) can be used to reduce the current in a circuit. A variable resistor or rheostat is used to vary the current in a circuit. As the sliding contact moves, it varies the length of wire in the circuit

Circuit symbols

Prediction

The material a wire is made out of affects the resistance of the wire. A copper wire will have less resistance than a nichrome wire. I think this because copper is used for connecting wires where nichrome is used for heating elements.

A thicker wire offers less resistance to current than a thinner one of the same material. This is because current consists of electrons flowing through the metal of the wire. A conductor with a larger cross section allows more electrons to interact with the field. Because there is more current with a given voltage, a conductor with a larger cross section has lower resistance. The resistance of a wire is inversely proportional to its cross section width. If the area/cross section of the wire is doubled, the resistance will be halved.

As the length increases the resistance also increases this is becuase

I think I will get these results because of the theory work that I have done in lessons.

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Equipment:

  1. 1 Voltmeter
  2. 1 Ammeter
  3. 5 wires
  4. 2 Crocodile clips
  5. 10cm, 20cm, 30cm, 40cm, 50cm copper wire of SWG 36
  6. 10cm, 20cm, 30cm, 40cm, 50cm of copper wire SWG 24
  7. 10 cm, 20cm, 30cm, 40cm, 50cm of nichrome wire SWG 32
  8. 10cm, 20cm, 30cm, 40cm, 50cm of nichrome SWG 36
  9. Power pack

Method

  • Take all the equipment and set it up as shown in the circuit below

  • Set the power pack on the lowest voltage possible (this is because if there is a high voltage ten the wire will burn and it will create a ...

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