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Beat (acoustics)

physical science Maturity 7-9 Next article →

In the study of acoustics, a beat is an interference pattern created by two sounds. These sounds must have slightly different frequencies, which is the rate at which a sound wave vibrates. When these two waves overlap, the listener perceives a periodic variation in volume. This variation sounds like a pulsing or a tremolo effect. The rate of this pulsing is known as the beat frequency. The beat frequency is exactly equal to the difference between the two original frequencies.

Beating Frequency
Beating Frequency

This phenomenon occurs because of a principle called the law of superposition. This law states that when two tones sound at the same time, they are superimposed. This means one tone adds its amplitude, or strength, to the other. The resulting sound depends on how the waves align. When the waves are nearly in phase, their peaks line up. This causes constructive interference, which raises the perceived volume.

WaveInterference
WaveInterference

However, the waves do not always stay aligned. Sometimes the waves become nearly 180 degrees out of phase. In this state, the maximum of one wave meets the minimum of the other. This leads to destructive interference, where the waves cancel each other out. This process makes the volume drop significantly. As the two tones move closer to a unison, or a perfect match, the beating slows down. If the frequencies move further apart, the beat frequency eventually reaches the range of human pitch perception. At this point, the beating may sound like a new note, known as a combination tone.

There are two primary ways to experience these patterns: monaural and binaural beats. Monaural beats occur when a single tone pulses on and off in a specific pattern. In this case, the sounds are combined into one before they reach the ear. Because the interference happens physically in the air, monaural beats can be heard through speakers or headphones.

Beat
Beat

This makes them accessible to anyone, including those who may not have two ears.

Binaural beats are different because they are an auditory illusion created by the brain. This happens when two different frequencies are presented dichotically, meaning one tone goes to each ear. For example, if a listener hears a 530 Hz tone in the right ear and a 520 Hz tone in the left ear, the brain perceives a 10 Hz beat. This perception originates in the brainstem and the midbrain. Specifically, signals are integrated in the superior olivary complex and the inferior colliculus.

Binaural beats
Binaural beats

This effect can even create a sense of lateral motion, where the sound feels like it is moving side to side.

Musicians and engineers use beats as a practical tool for precision. Musicians often use interference beats to check tuning at a unison or other simple intervals. Piano and organ tuners use a method of counting beats to reach a specific pitch. Some pipe organs even use "céleste" stops to intentionally create beating. These stops use two sets of pipes that are slightly out of tune to create an undulating effect. Even amateur radio enthusiasts use this concept through a process called "zero-beating." This involves manually reducing interference beats to tune a radio to a specific carrier wave frequency.

Artists have also turned these scientific patterns into a form of expression. The composer Alvin Lucier wrote music where interference beats were the main focus. The Italian composer Giacinto Scelsi explored these textures in his late works. In his violin solos, such as "Xnoybis" from 1964, he used microtonal shifts to generate interference patterns. Similarly, composer Phill Niblock built his entire musical style on beating caused by microtonal differences. These examples show how a physical law of sound can become a tool for complex art.

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🖼️ Images & Media (6)
File:Beating Frequency.svg
Beating Frequency.svg
File:WaveInterference.gif
WaveInterference.gif
File:Beat.png
Beat.png
File:Binaural beats.svg
Binaural beats.svg
Binaural beat lossless new.wav
Pure Alpha Waves 7 to 12,9 Hz Binaural...
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