Fletcher–Munson curves
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The Fletcher–Munson curves are one of many sets of equal-loudness contours for the human ear, determined experimentally by Harvey Fletcher and W A Munson, and reported in a paper entitled "Loudness, its definition, measurement and calculation" in J.Acoust. Soc Am.5, 82-108 (1933).
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[edit] Background
The first research on the topic of how the ear hears different frequencies at different levels was conducted by Fletcher and Munson in 1933. In 1937 they created the first equal-loudness curves.[1] Until recently, it was common to see the term 'Fletcher–Munson' used to refer to equal-loudness contours generally, even though a re-determination was carried out by Robinson and Dadson in 1956 , which became the basis for an ISO 226 standard.
It is now better to use the term 'Equal-loudness contours' as the generic term, especially as a recent survey by ISO redefined the curves in a new ISO 226 :2003 [1].
According to the ISO report, the Robinson–Dadson results were the odd one out, differing more from the current standard than did the Fletcher Munson curves. The report states that it is fortunate that the 40-phon Fletcher–Munson curve on which the A-weighting standard was based turns out to have been in agreement with modern determinations.
The article also comments on the large differences apparent in the low-frequency region, which remain unexplained. Possible explanations are:
- The equipment used was not properly calibrated.
- The criteria used for judging equal loudness at different frequencies had differed.
- Subjects were not properly rested for days in advance, or were exposed to loud noise in traveling to the tests which tensed the tensor timpani and stapaedius muscles controlling low-frequency mechanical coupling.
[edit] References
- ^ http://www.system1audio.com/fmc.html FMC, Fletcher Munson Compensation
- Harvey Fletcher and W A Munson, "Loudness, its definition, measurement and calculation" J.Acoust. Soc Am.5, 82–108 (1933).
[edit] See also
- Equal-loudness contour
- Robinson-Dadson curves
- Weighting filter
- CCIR (ITU) 468 Noise Weighting
- A-weighting
- Audio quality measurement
- Listener fatigue
- Hershberger Reinforcement Curves
- Mel scale

