Overview

This experiment verifies Ohm’s Law by measuring the current through a resistor as the voltage across it is varied. By plotting a graph of voltage versus current, the resistance of the resistor can be determined.

What This Experiment Demonstrates

Apparatus Required

Theory

Ohm’s Law states that the current through a conductor is directly proportional to the voltage across it, provided the temperature remains constant:

\[ V = IR \]

Where \(V\) is the voltage across the resistor, \(I\) is the current through it, and \(R\) is the resistance. By measuring \(V\) and \(I\) for different voltages, the resistance can be determined as the slope of the V-I graph.

Method

  1. Set up the circuit: connect the resistor in series with the ammeter and switch; connect the voltmeter across the resistor.
  2. Start with the power supply at zero voltage.
  3. Close the switch and gradually increase the voltage in steps.
  4. For each voltage, record the corresponding current from the ammeter.
  5. Repeat for at least 5–6 different voltages covering the instrument’s range.
  6. Plot a graph of voltage (V) on the y-axis and current (I) on the x-axis.
  7. Determine the slope of the line, which gives the resistance \(R = V/I\).
  8. Check that the line is straight to confirm Ohm’s Law.

Observations

Record voltage and current in a table:

Calculations

Result

The graph of voltage against current is linear, confirming Ohm’s Law. The resistance of the resistor can be accurately determined from the slope of the V-I graph.

Notes & Tips

Video Demonstration

Video courtesy of Make Me Scientific (YouTube). Used for educational purposes under YouTube’s embedding policy.