Technical and scientific discussion of amps, cables and other topics.
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It's old news (2005) - but I live in the woods... Tests confirm hearing above 22 kHz.
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| Posted on August 31, 2009 at 15:07:58 | ||
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Posts: 2634
Location: NJ Joined: September 20, 2006 |
"From some listeners, threshold values of 88 dB SPL or higher were obtained for a tone at 24 kHz" "Thresholds at 22 kHz were obtained from six listeners. Even at 24 kHz, thresholds were measurable for four out of 15 listeners." 88 dB on average is actually quieter than I usually listen personally. I wonder what "scientists" with strong ties to The Audio Critic and HydrogenAudio have to say about that... |
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| Here - some examples of instruments that produce content above 22 kHz., posted on September 3, 2009 at 08:29:47 | |
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Posts: 2634
Location: NJ Joined: September 20, 2006 |
Note crash cymbals, for instance. |
| RE: "Instruments Without Harmonics?", posted on September 3, 2009 at 10:26:15 | |
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Joined: September 30, 1999 |
"If an instrument didn't produce harmonics, it would only be producing a fundamental sine " That is not correct. The term 'harmonic' only denotes the spectral components that are integer multiples of a recognisable fundamental. Strictly speaking fundamentals and harmonics apply only to steady-state continuous signals, i.e those signals where a Fourier series exists for. All other signals, i.e. the non-steady ones, do not have a Fourier series, only a Fourier transform, or a continuous spectrum. It makes no sense to speak about harmonics in such a spectrum. bring back dynamic range |
| RE: "Instruments Without Harmonics?", posted on September 6, 2009 at 12:16:20 | |
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Yes, we all know that (I hope). And your point is? bring back dynamic range |
| RE: "Instruments Without Harmonics?", posted on September 3, 2009 at 22:09:01 | |
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Joined: September 30, 1999 |
What's the fundamental of a click? Please have a look at the Fourier transform, and its implications. Can you imagine something like a continuous spectrum? bring back dynamic range |
| RE: "Instruments Without Harmonics?", posted on September 5, 2009 at 01:04:43 | |
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Joined: September 30, 1999 |
Interesting. Could you please show me how to get a discrete spectrum from a non-periodic single-event signal? bring back dynamic range |
| RE: "Instruments Without Harmonics?", posted on September 8, 2009 at 09:45:45 | |
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Get real. Both are continuous. But what do you mean with "This is also a non-periodic signal and yet a FFT spectrum is easily obtainable"? One can do an FFT on any signal. bring back dynamic range |
| RE: "Instruments Without Harmonics?", posted on September 9, 2009 at 04:38:49 | |
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Joined: September 30, 1999 |
Ah, now I see. You do not understand the term "continuous spectrum", confusing it with "continuous signal" or "periodic signal". A continuous spectrum is a spectrum that does not consist of separate, discrete spectral lines. There is a nice duality (one of many): A continuous-time, periodic signal has a discrete spectrum. The simplest example is a continuous sine of frequency f, whose spectrum consists of a single line at f. A continuous-time aperiodic or even single-event signal has a continuous spectrum. The most extreme example is the single dirac impulse, whose spectrum is a flat line from DC to light. Please have a look at the samples I posted below. bring back dynamic range |
| RE: "Instruments Without Harmonics?", posted on September 3, 2009 at 23:22:23 | |
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Joined: September 30, 1999 |
Todd, you only have harmonics with a periodic signal. This is only ever approached with instruments that have significant sustain. Once the note's attack is over and the sound is in sustain, the signal can be modelled with a Fourier series. Before that, during the attack, there is no such valid series, and the concepts of fundamental and harmonics are invalid . A piano has sustain. A guitar has sustain. A trumpet has. Many other natural sounds and instruments have not, or not dominantly. Please look up the definitions of the Fourier series and transform. bring back dynamic range |
| RE: Fourier Analysis is NOT Requisite In the Discussion of Fundamentals and Harmonics in Music..............., posted on September 5, 2009 at 00:57:08 | |
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"Whenever I see a suggestion to "look up" something, it's an admission of not being able to explain the subject matter," There is an alternative explanation. I don't have the time nor the inclination to educate you in detail (I already have two toddlers for that). Especially when 1) there is plenty of good reading material out there and 2) you tend to ignore all anyway. If you want to remain ignorant, fine. But one more time: (I) A periodic signal has a discrete frequency spectrum. In a discrete frequency spectrum it is valid to talk about a fundamental and its harmonics. (II) A non-periodic signal has a continuous frequency spectrum. Such a spectrum, obviously, has no notion of fundamental and harmonics. (II) applies, more or less, to the attack phase of any musical instrument, (I) applies, more or less, to its sustain phase. What's so difficult about this? These mathematical concepts describe exactly what's happening. BTW Shannon has utterly nothing to do with periodicity of the signal. And forget Nyquist: it is not his theorem, only his frequency. bring back dynamic range |
| RE: Fourier Analysis is NOT Requisite In the Discussion of Fundamentals and Harmonics in Music..............., posted on September 5, 2009 at 01:20:48 | |
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"If one plucks a string on a guitar, it is *not* periodic because the intensity of the waveform is variable. But there is a distinct pitch. You're contending that this would *not* qualify as a fundamental with harmonics?" No. After the attack of the plucking the decaying note is close enough to periodic to make the extraction of an F series, while strictly not allowed, still possible in a way that allows to recognise a fundamental and its harmonics. When doing so you pretend that the attack and transient stuff didn't happen and that what you are looking at is periodic-ish. And the reason you can get away with this is that a guitar note has a sustain that typically lasts much much longer than its attack. bring back dynamic range |
| I believe I made my point in the discussion below. N/T, posted on September 1, 2009 at 14:53:15 | |
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N/T |
| Facts are of no importance? nt, posted on September 1, 2009 at 14:07:27 | |
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| "energy to 30khz"! Even a CD has measurable energy at 30khz -nt, posted on September 3, 2009 at 00:42:12 | |
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| And 100% of it would be pure distortion -nt, posted on September 3, 2009 at 10:01:19 | |
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| Persuasive? Nah, just a poor attempt at facetiousness -nt, posted on September 3, 2009 at 16:01:26 | |
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| Err ????, posted on September 3, 2009 at 02:52:01 | |
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Care to explain?
bring back dynamic range |
| It's a long way from "way down in level" to "inaudible" in musical context., posted on September 1, 2009 at 10:59:41 | |
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Location: NJ Joined: September 20, 2006 |
Please see exchange below. |
| Thank you - excellent find! N/T, posted on September 1, 2009 at 11:12:04 | |
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Posts: 2634
Location: NJ Joined: September 20, 2006 |
N/T |
| RE: It's old news (2005) - but I live in the woods... Tests confirm hearing above 22 kHz., posted on September 1, 2009 at 03:37:01 | |
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Posts: 1829
Joined: September 30, 1999 |
It is not a secret that children exhibit response out to 25kHz or so. The 20kHz limit is an average for young adults. And generally females perform better than males. Now check the paper's listers: 4 males, 11 females, aged 18-33. No surprises here. "88 dB on average is actually quieter than I usually listen personally." That 88dB is the limit for detection. Contrast that to ~0dB for a 3kHz tone or so. Expect the >20kHz sound to be masked entirely by any musical signal with a loudness North of, say, the final bars of Holst's Neptune. I wouldn't want to be in a room with 20kHz at 88dB SPL ... but then, maybe I am a bug or a rat. bring back dynamic range |
| Cagey response! -nt, posted on September 1, 2009 at 11:09:09 | |
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| Sure! When people actually ARE out to get me! :) (nt), posted on September 4, 2009 at 15:01:11 | |
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| I'm still rapturously awating how you think I've been lying -nt, posted on September 4, 2009 at 14:54:10 | |
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| Looks like we have different concepts of honesty, too. N/T, posted on September 1, 2009 at 14:56:51 | |
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| Now I'm genuinely curious as to what you think I'm lying about... -nt, posted on September 1, 2009 at 15:38:46 | |
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| I know! It's like, wow, we have different conceptions of reality or something -nt, posted on September 1, 2009 at 13:50:59 | |
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Location: Austin, TX Joined: December 20, 2005 |
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