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Measurement[edit | edit source]
To calculate the frequency of the event, the number of occurrences of the event within a fixed time interval are counted, and then divided by the length of the time interval.
To calculate the frequency of an event in experimental work however (for example calculating the frequency of an oscillating pendulum) it is crucial that the time taken for a fixed number of occurrences is recorded, rather than the number of occurrences within a fixed time. This is because your random error is significantly increased performing the experiment the other way around. It [the frequency] is still calculated by dividing the number of occurrences by the time interval, however, the number of occurrences is fixed, not the time interval.
In SI units, the result is measured in hertz (Hz), named after the German physicist Heinrich Rudolf Hertz. 1 Hz means that an event repeats once per second, 2 Hz is twice per second, and so on. This unit was originally called a cycle per second (cps), which is still sometimes used. Other units that are used to measure frequency include revolutions per minute (rpm). Heart rate and musical tempo are measured in beats per minute (BPM). Often, angular frequency is used instead of frequency, measured in radians per second (rad/s).
An alternative method to calculate frequency is to measure the time between two consecutive occurrences of the event (the period) and then compute the frequency f as the reciprocal of this time:
- T is the period.
A more accurate measurement takes many cycles into account and averages the period between each.
Frequency of waves[edit | edit source]
Frequency is also a measure of temperature, as for when the temperature of a molecule is increased it will vibrate faster. The faster the molecule will vibrate the higher the frequency.
Examples[edit | edit source]
- The frequency of the standard pitch A above middle C is usually defined as 440 Hz, that is, 440 cycles per second (
) and known as concert pitch, to which an orchestra tunes.
- A baby can hear tones with oscillations up to approximately 20,000 Hz, but these frequencies become more difficult to hear as people age.
See also[edit | edit source]
- Letter frequencies
- Pitch (music)
- Natural frequency
- Stimulus frequency
- Stimulus parameters
- Visual displays
- Visual stimulation
[edit | edit source]
- Conversion: frequency to wavelength and back
- Conversion: period, cycle duration, periodic time to frequency
- Keyboard frequencies = naming of notes - The English and American system versus the German system
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