Abstract
AbstractVarious examples of how physical relationships can be examined by analyzing acoustic signals using smartphones or tablet PCs are presented in this book (Chaps. 12, 43 and 48) [1–3] and have been proven to be helpful for learning such phenomena [4]. In this example, we will be exploring the acoustic phenomenon of beats, which is produced by the overlapping of two tones with a low difference in frequency Δf. The resulting auditory sensation is a tone with a volume that varies periodically. Acoustic beats can be perceived repeatedly in day-to-day life and have some interesting applications. For example, string instruments are still tuned with the help of an acoustic beat, even with modern technology. If a reference tone (e.g., 440 Hz) and, for example, a slightly out-of-tune violin string produce a tone simultaneously, a beat can be perceived. The more similar the frequencies, the longer the duration of the beat. In the extreme case, when the frequencies are identical, a beat no longer arises. The string is therefore correctly tuned. Using the Oscilloscope app [5], it is possible to capture and save acoustic signals of this kind and determine the beat frequency fS of the signal, which represents the absolute value of the difference in frequency |Δf| of the two overlapping tones.
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