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Determination of Resistivity of a Wire Simplified Revision Notes

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Determination of Resistivity of a Wire

Equipment

  • 1 m length of constantan wire: Used as the sample material for testing.
  • Voltmeter: To measure the potential difference across the wire.
  • Ammeter: To measure the current flowing through the wire.
  • Low voltage power supply (060–6 V DC): Provides a controlled current through the wire.
  • Micrometer: For measuring the wire's diameter, which is used to calculate the cross-sectional area.
  • Metre ruler: To measure and adjust the length ll of the wire in the circuit.
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Method

  1. Measure Wire Diameter:
  • Using the micrometer, measure the diameter dd of the constantan wire at several points along its length. Calculate the mean diameter to ensure accuracy, as this is used to determine the cross-sectional area AA of the wire.
  1. Set Up Circuit:
  • Connect the apparatus as shown in the diagram, with the power supply, ammeter, and voltmeter connected to the wire via crocodile clips.
  1. Adjust Length:
  • Set the length ll of the wire to 0.100 m, measured from one crocodile clip to the other using the metre ruler.
  1. Measure Current and Voltage:
  • Switch on the power supply and record the current II from the ammeter and the voltage VV from the voltmeter.
  • Calculate the resistance RR of the wire section using Ohm's law:
R=VIR = \frac{V}{I}
  1. Repeat for Different Lengths:
  • Increase ll by increments of 0.100 m, up to a maximum length of 0.800 m, and repeat the measurements of I,VI, V, and RR for each length.
  • Repeat the entire process twice more to obtain average values of RR for each length ll.

Graphs and Calculations

  1. Calculate Cross-Sectional Area:
  • Use the mean diameter dd to calculate the cross-sectional area AA of the wire:
A=πd24A = \frac{\pi d^2}{4}
  1. Graph of Resistance vs. Length:
  • Plot a graph of the mean resistance RR (y-axis) against length ll (x-axis).
  • Draw a line of best fit. The gradient GG of this graph represents Rl\frac{R}{l}.
  1. Determine Resistivity ρ\rho:
  • The resistivity of the material can be calculated using:
ρ=GA\rho = G \cdot A
  • Multiply the gradient GG by the cross-sectional area AA to find ρ\rho.
infoNote

Safety

  • Heating of Wire: Disconnect the crocodile clips between measurements to prevent the wire from heating up, which can alter its resistance and cause burns if touched.
  • High Currents: If the current is high, lower the voltage on the power supply to avoid overheating. Wear safety goggles in case of any wire snapping under tension.

Improvements and Notes

  1. Managing Wire Heating:
  • If the wire heats up, it may change its resistance. Disconnect the wire between measurements to allow it to cool.
  1. Kinks and Tension in Wire:
  • Ensure the wire is straight and free of kinks. Tensioning the wire gently will make sure that the length measurements are accurate and reduce measurement error.
infoNote

Key Concepts

  • Resistivity ρ\rho: A material property that quantifies how strongly a material opposes the flow of electric current. It depends on the material and its temperature.
  • Ohm's Law: For a uniform wire, R=VIR = \frac{V}{I} defines the relationship between voltage, current, and resistance.
  • Graphical Analysis: By plotting resistance vs. length, the linear relationship allows us to calculate resistivity from the gradient, linking macroscopic measurements (resistance and length) to a fundamental property of the material. This experiment provides hands-on experience with electrical resistance and demonstrates how resistivity can be determined practically, reinforcing both theoretical and practical understanding of electrical properties.
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