What is Helmholtz resonator ?
A musical note is generally a mixture of several tones. The quality of a note is determined by the number of tones present, their frequencies and relative intensities. The analysis of a note means the determination of the frequencies and relative intensities of different tones present in it. A trained ear can detect some of the partials making up a musical note and can also roughly estimate their intensities. However, the presence of tones can be conveniently detected by using Helmholtz resonator quite independently of ear.
Structure construction=
Structure construction=
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh29h2p4_JOHFfTPtVsMdzjFKH6k-rJOzV-oLWGn066OMUev0CkbcRmzhw-qcTIFNf4GUhiwnNwvlO5CZpZIbq6EwRdtOU6ogO6ej1gdUjxvFdjzJHZZNgMPS99LVUsrFDnJxc-HYdT-hs/s640/20190105_123507-1.jpg)
Simple figure of Helmholtz resonator
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh29h2p4_JOHFfTPtVsMdzjFKH6k-rJOzV-oLWGn066OMUev0CkbcRmzhw-qcTIFNf4GUhiwnNwvlO5CZpZIbq6EwRdtOU6ogO6ej1gdUjxvFdjzJHZZNgMPS99LVUsrFDnJxc-HYdT-hs/s640/20190105_123507-1.jpg)
Different between pipe and Helmholtz resonator:-
In Helmholtz resonator damping is relatively small. As a result the resonance becomes very sharp and selective and the vibration persists for a longer time. On the other hand, in a pipe resonator the damping is relatively high which makes it less selective and the vibration does not persist for a long time.
Use of Helmholtz resonator:-
(1) Analysis of a complex, note is possible by using Heimholtz resonator. Highly selective and sharp resonance in the resonator makes it extremely sensitive detector of sound at a particular frequency. To find the harmonic components present in the incident sound a series of graduated resonators of various volumes and areas of the neck can be used. If the incident sound contains a tone having frequency equal to the resonance frequency of the resonator then a resonance can be heard. To cover a wider range of frequencies it is customary to use resonators of continuously variable Highly volume.
(2) A weak sound of appropriate frequency can get intensified by a Helmholtz resonatod This is caused by more rapid drainage of energy from the source.
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