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1.3.2Waves

Sound and Oscilloscopes

5 min read 5 parts Lesson 16 of 18 Unit quiz

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Section 1 of 5What the Oscilloscope Shows

1.3.2 Sound and Oscilloscopes
What the Oscilloscope Shows
Purpose
  • An oscilloscope displays a rapidly changing signal, such as a sound wave or an alternating current, as a trace on a screen.
Microphone
  • A microphone changes the sound into an electrical signal, which the oscilloscope plots against time.
Transverse appearance
  • Sound is a longitudinal wave, but the trace is drawn as a wave shape that looks like a transverse wave.
Axes
  • The horizontal axis shows time, set by the time base, and the vertical axis shows the voltage of the signal.

Section 2 of 5Reading the Trace

Amplitude
  • The height of the wave above the centre line is the amplitude, which relates to how loud the sound is.
Period
  • The time for one complete wave is found by counting divisions across one cycle and multiplying by the time base setting.
Frequency
  • Frequency is the number of waves per second, found from f = 1 ÷ T, where T is the time period in seconds.
More waves
  • If the frequency increases, more complete waves fit on the screen when the time base stays the same.
Controls
  • Changing the time base stretches or squashes the wave horizontally, and changing the gain alters its height.

Section 3 of 5Worked Reading

1
Count the horizontal divisions occupied by one full wave cycle on the screen.
2
Multiply the number of divisions by the time base, for example 2 ms per division.
3
Convert the result to seconds to find the period T.
4
Calculate the frequency using f = 1 ÷ T.
5
Measure the peak height in divisions and multiply by the volts per division to find the signal amplitude.
ControlChangesEffect on display
Time baseSeconds per divisionWave stretched or squashed horizontally
GainVolts per divisionWave taller or shorter
Louder soundAmplitude increasesTaller trace
Higher pitchFrequency increasesMore waves on screen

Section 4 of 5Worked Example

Question

  • On an oscilloscope with a time base of 2.0 ms per division, one complete wave cycle spans 2.5 divisions.
  • Calculate the period and frequency of the sound.

  1. Period T = 2.5 × 2.0 ms = 5.0 ms.
  2. Convert5.0 ms = 0.0050 s.
  3. Frequency f = 1 ÷ T = 1 ÷ 0.0050 = 200 Hz.

Answer Period 5.0 ms and frequency 200 Hz.

Section 5 of 5Exam Checklist & Tips

1.3.2 – Key Points for the Exam

  • Oscilloscope A device that displays how a signal varies with time.
  • Time base The setting that sets the time represented by each horizontal division.
  • Amplitude The maximum displacement of a wave from its rest position.
  • Time period The time taken for one complete wave to pass, measured in seconds.
  • Frequency The number of complete waves per second, measured in hertz (Hz).

Common Mistakes

  • Reading the horizontal axis as distance when it shows time.
  • Forgetting to convert milliseconds to seconds before using f = 1 ÷ T.
  • Measuring the full height from peak to trough and calling it the amplitude.
  • Confusing a change in the time base with a change in the sound itself.
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