never and forever.
In this example we can see why it usually says "well-tuned third frequency is a ratio 5: 4." The fifth harmonic of C is consistent in height with the fourth harmonic of Me, and Do-My interval there will be more harmonious as this match is effective at frequencies between its components. Otherwise, if the first element matching participant has a different frequency to the frequency of the second element, the range will not be in a high harmonic, which is the traditional language, a detuning, and, in other words, a more complex intervallic relationship as if the sounds do not find a common point between their lower harmonics and audible, anyway will find higher and therefore less perceptible but matching the end. The symptom of hearing, to be no difference in the frequencies of the fifth harmonic and fourth harmonic Do Me, is a very stable sound, possessing beats (beats) in number per second so many cycles per second difference between these frequencies, being consequently a different frequency ratio to the ratio 5: 4. What we will not say is that, although there is always a point harmonicity intervallic relationship throughout, there are cases that present more evident that his point disharmonious coincidence, we suspect very few would be convinced that this relationship holds between properties intervallic harmonicity, being much more compelling the idea that in these cases we have a tune intervallic relationship.
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