Resistance (Cambridge (CIE) AS Physics)
Revision Note
Defining resistance
Resistance is defined as the opposition to current
For a given potential difference: the higher the resistance, the lower the current
Wires are often made from copper because copper has a low electrical resistance
Materials with low electrical resistance are good conductors
The resistance of a conductor is calculated using the following equation, sometimes referred to as Ohm's law:
Where:
= resistance, measured in Ω
= potential difference, measured in V
= current, measured in A
One ohm is equivalent to one volt per ampere
The resistance in a circuit determines the amount of charge that can flow (current)
A higher resistance means a smaller current
A lower resistance means a larger current
All electrical components, including wires, have some value of resistance
Calculating resistance
To find the resistance of a component, we can set up a circuit like the one shown below
Determining resistance
A circuit to determine the resistance of a component
The power supply should be set to a low voltage to avoid heating the component, typically 1-2 V
Measurements of the potential difference and current should then be taken
Finally, these readings should be used to calculate resistance
Worked Example
A charge of 5.0 C passes through a resistor of resistance R Ω at a constant rate in 30 s. If the potential difference across the resistor is 2.0 V, calculate the value of R.
Answer:
Step 1: Recall the Resistance equation
Step 2: Calculate the current from the charge and time
Rearrange for I
Step 3: Substitute values into the resistance equation
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