Helpful ReplyQuestion on Note Names

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dmbaer
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2016/04/04 17:43:23 (permalink)

Question on Note Names

We all know that there's no standard for naming middle C.  It's called C3, C4 and C5 by different vendors.
 
But we hardly ever see notes other than C named in documentation.  So here's my question.  Which of the following is the correct way to write a series of notes that comprise a C major scale:
 
C3 D3 E3 F3 G3 A3 B3 C4
 
or
 
C3 D3 E3 F3 G3 A4 B4 C4
 
In other words, does the number after the note represent the C octave an A or B is in?  Or are they sequentially ordered as in the second series?  Or is this just another one of those things that there is no real standard?
 
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rtucker55
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Re: Question on Note Names 2016/04/04 18:15:37 (permalink)
1st one looks good to me.

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yorolpal
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Re: Question on Note Names 2016/04/04 18:25:09 (permalink) ☄ Helpfulby rtucker55 2016/04/04 18:42:50
B4 C4 comes B3...C?

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rtucker55
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Re: Question on Note Names 2016/04/04 19:03:00 (permalink)

Purrrfect Audio DAW here.  Wow!...
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Re: Question on Note Names 2016/04/04 19:03:42 (permalink)
C3 D3 E3 F3 G3 A4 B4 C4
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Re: Question on Note Names 2016/04/04 19:46:15 (permalink)
C3 D3 E3 F3 G3 A3 B3 C4
 
While I agree that the classically and logically one might say A is the first note of the scale, modern music centers around the C scale. Check the PRV in Sonar. The octaves change at C. The same is true of any other libraries / programs I own.
 
 

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Soundwise
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Re: Question on Note Names 2016/04/05 06:16:55 (permalink)
dmbaer
We all know that there's no standard for naming middle C.  It's called C3, C4 and C5 by different vendors.
 
But we hardly ever see notes other than C named in documentation.  So here's my question.  Which of the following is the correct way to write a series of notes that comprise a C major scale:
 
C3 D3 E3 F3 G3 A3 B3 C4
 
or
 
C3 D3 E3 F3 G3 A4 B4 C4
 
In other words, does the number after the note represent the C octave an A or B is in?  Or are they sequentially ordered as in the second series?  Or is this just another one of those things that there is no real standard?
 


This is called Scientific Pitch. It is described in multitudes of resources, both online and printed. For a reference, check Wikipedia
https://en.wikipedia.org/...entific_pitch_notation

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Re: Question on Note Names 2016/04/05 09:54:29 (permalink)
"Scientific notation". Learn something new every day! Thanks for the question, David.
 
Yeh, I've always been a little uncomfortable with A0 following G0. Alphabetization is so deeply ingrained that we often do it without thinking.
 
But the piano holds a special place in musical history, being the only instrument (other than a pipe organ) that can play every note in the orchestra. Consequently, it's been the composer's choice since its invention, and despite rock star guitar players hogging all the attention it's piano players that ultimately rule. Who else is going to teach you your vocal harmonies? So if we say the universe orbits around middle C, that's how it is.
 


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michael diemer
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Re: Question on Note Names 2016/04/05 13:49:15 (permalink)
Definitely C. Piano tuners have something called the "temperament octave." It's from the F below middle C to the F above middle C. The way I was trained, you get the C an octave above middle C with a tunning fork, then use that to get middle C (a perfect octave). Then you get the F a perfect fifth below middle C. Then you tune the F an octave above. That gives you you the temperament octave. You then apply equal temperament to get the notes in between, tuning by altered fourths and fifths. (I'm talking about tuning by ear, which is what I did. It's different these days with electronic devices. Heck, you could even just match the notes to a good sampled concert grand and probably do a decent job). Anyway, once you have that octave right, you just copy the notes in octaves up and down the piano. But it's all based on middle C.

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dmbaer
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Re: Question on Note Names 2016/04/05 17:47:06 (permalink)
Soundwise
This is called Scientific Pitch. It is described in multitudes of resources, both online and printed. For a reference, check Wikipedia
https://en.wikipedia.org/...entific_pitch_notation



Interesting ... and a definitive answer (quoting directly from the article):
 
Octave number
The octave number increases by 1 upon an ascension from B to C (and not from G to A, as one might expect). Thus "A4" refers to the first A above C4 (middle C). As another example, in ascending the white keys on a keyboard, C4 immediately follows B3, as in the following sequence: "C3 D3 E3 F3 G3 A3 B3 C4 D4"
 
On the other hand, the Scientific Notation system denotes middle C as C4, which is probably the *least* used choice in virtual instrument/FX documentation.  Most of the time it's C3, but sometimes it's C5, which can be argued is correct since MIDI note 0 is also C0 in that system.
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Re: Question on Note Names 2016/04/05 18:20:22 (permalink)
And thanks to you, too, Michael. Two new things learned today!
 
Long ago I got a tuning wrench that came with an autoharp. Noticing that it also fit my piano's tuning pegs, I decided to try tuning it myself. How hard could it be, right?
 
This was long before digital tuners were available, so I tried to do it entirely by ear. What I ended up with was a horrible mess. In my defense, I was around 19 at the time and still believed I could do anything I set my mind to. What I ultimately set my mind to was paying a piano tuner to save my butt. I was lucky he didn't charge me extra. And to add further insult, he did it all by ear.


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michael diemer
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Re: Question on Note Names 2016/04/06 01:02:24 (permalink)
I also tried tuning on my own when my mother gave me her little spinet. I bought a cheap tuning kit, and, like you, Bitflipper, I just sank deeper and deeper. but then I went to piano tuning school. It took 4 months of daily work to finally get it. I finished the course one month early. Most people don't realize that most of the notes in a piano are comprised of three strings. The bass have two and the lowest notes just one. so even one note can be out of tune with itself! and some pianos are essentially untunable. They have false beats, so you think you have it when actually you don't. They can really be beasts. Then there's action regulations. Over a thousand separate adjustments. Now you you know why they charge so much.

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Re: Question on Note Names 2016/04/06 04:38:50 (permalink)
dmbaer
On the other hand, the Scientific Notation system denotes middle C as C4, which is probably the *least* used choice in virtual instrument/FX documentation.  Most of the time it's C3, but sometimes it's C5, which can be argued is correct since MIDI note 0 is also C0 in that system.

Yes, there is a bunch of other systems. For a brief description refer to this article
http://www.flutopedia.com/octave_notation.htm

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drewfx1
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Re: Question on Note Names 2016/04/06 12:13:02 (permalink)
Some might find this discussion of the difficulty of properly tuning pianos interesting (warning - technical paper):
 
http://arxiv.org/pdf/1203.5101v2.pdf
 

 In order, then, to discover the limit of deepest tones, it is necessary not only to produce very violent agitations in the air but to give these the form of simple pendular vibrations. - Hermann von Helmholtz, predicting the role of the electric bassist in 1877.
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michael diemer
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Re: Question on Note Names 2016/04/06 13:35:02 (permalink)
Interesting paper. I bookmaked it for further study, but an initial comment: I used stretching when tuning the high and low notes, to compensate for the tendency of the ear to perceive high notes as flat and low notes as sharp. So you sharpen the high notes ands flatten the low ones to compensate. You do it until it feels right. And yes, when tuning some pianos you deviate from the "correct error" of a given interval so that it sounds right. This is purely intuitive and varies from piano to piano. I'll check out the article in depth later. Thanks for posting it.

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michael diemer
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Re: Question on Note Names 2016/04/06 16:02:55 (permalink)
I read the whole article. Really interesting. Wish I could grasp the math! Anyway, it seems that ear-tuners, which is what I am, take into account the musicality of Western keyboard music, which is based on equal temperament, so that they instinctively know how to compensate for the errors caused by the underlying waveform conflicts, so that the result sounds "musical." My recollection is that these errors are caused by imperfections in the materials, in this case piano wire, an extremely hard and durable metal (which nevertheless does break. I've broken strings during tuning, and it's not a pleasant experience. I would cringe when stretching those upper notes). Our instructor, Robert Perkins (don't know if he's still in business, I went to his school in the 1980's) definitely had us trust our ears when in doubt. But some ears are better than others. These are the tuners who end up tuning the concert grands for the virtuosi of the performance world. Mastering this process involves internalizing the rates of beat patterns in the various intervals of the temperament octave. for example, one interval might involve beats going at 3 per 5 seconds, another one per five seconds, and so on. How do you memorize this? Well, one trick not involving electronic devises (to which he was vehemently opposed) is to use a metronome. you set it at a certain speed, and memorize that speed. sometimes you have to count every other tick. Then you match the rate the beats are going to that speed you have memorized. Sound difficult? It is. This is why it took me 4 months to finally get it. It's a Zen thing. It has to become part of you. but it's a great feeling when you know you can tune just about any piano with only your ear. (The other thing is tuning it so that it stays in tune a reasonable amount of time. This is called "setting the pins. Another thing that separates the best from the rest).

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drewfx1
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Re: Question on Note Names 2016/04/06 22:24:22 (permalink)
michael diemer
 Anyway, it seems that ear-tuners, which is what I am, take into account the musicality of Western keyboard music, which is based on equal temperament, so that they instinctively know how to compensate for the errors caused by the underlying waveform conflicts, so that the result sounds "musical." 



From it I sort of took that you were sort of somehow coming up with an ideal compromise factoring a whole host of tuning issues across the entire range of the instrument. (!!!) And it's much more complex than it might seem.
 
And, needless to say, that skilled piano tuners are due much respect. 

 In order, then, to discover the limit of deepest tones, it is necessary not only to produce very violent agitations in the air but to give these the form of simple pendular vibrations. - Hermann von Helmholtz, predicting the role of the electric bassist in 1877.
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Re: Question on Note Names 2016/04/06 23:25:30 (permalink)
They are indeed. When I went to a piano concert, and the tuner went up at the break to make some adjustments, I could only look on with a sense of awe. I was good enough for most situations, but not that level. 
Another fine art of piano technology, and one I did not learn, is voicing. This involves stabbing the felt of the hammers (the things which actually strike the notes) with a tool that has these needles sticking out of it. This softens up the felt so a nice tone can be produced, in terms of loud/soft and dull/bright. This skill is by no means universal among piano technologists. 

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Re: Question on Note Names 2016/04/08 11:03:54 (permalink)
That pdf was a good read, Drew. Thanks. 45 years later I now know why my first piano-tuning experiment was doomed to fail. 
 
One thing I still don't understand, though: "This exponentially organized structure of octave-repeating notes is in immediate conflict with the linear spectrum of the harmonics."
 
Inharmonic overtones, I can understand. But how can the harmonics of one note be in conflict with the harmonics of its octave? 


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michael diemer
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Re: Question on Note Names 2016/04/08 12:35:12 (permalink)
Bitflipper, my understanding is that the human ear is the problem. It hears really high notes as flat, and really low notes as sharp. I don't do any stretching until I get up to the highest and lowest octaves. Although there is some fudging even in lower octaves. You're supposed to check the fourths and fifths by playing thirds. As you go up the keyboard, those thirds start to sound nasty, so you're supposed to alter them slightly. I never got into that too much. I was just your basic household tuner. Never made any money at it, but I do have a nice 100 year old Hazleton Baby Grand to show for it, which I reconditioned myself. And am thinking of selling now, as I never play it. Heck, I don't even tune it anymore.

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drewfx1
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Re: Question on Note Names 2016/04/08 13:21:48 (permalink)
bitflipper
That pdf was a good read, Drew. Thanks. 45 years later I now know why my first piano-tuning experiment was doomed to fail. 
 
One thing I still don't understand, though: "This exponentially organized structure of octave-repeating notes is in immediate conflict with the linear spectrum of the harmonics."
 
Inharmonic overtones, I can understand. But how can the harmonics of one note be in conflict with the harmonics of its octave? 




See figure 3. The black notes on a piano are significantly off using a just intoned C tuning. The red (a) is linear multiples of a C tuned to 11Hz - i.e.the harmonics.

 In order, then, to discover the limit of deepest tones, it is necessary not only to produce very violent agitations in the air but to give these the form of simple pendular vibrations. - Hermann von Helmholtz, predicting the role of the electric bassist in 1877.
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drewfx1
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Re: Question on Note Names 2016/04/08 13:50:01 (permalink)
michael diemer
Bitflipper, my understanding is that the human ear is the problem. It hears really high notes as flat, and really low notes as sharp. I don't do any stretching until I get up to the highest and lowest octaves.

 
Stretch tuning is used because since a string is not perfectly flexible, it's higher harmonics become increasingly sharp. This is why on a guitar wound strings are used for the low strings - it allows one to add mass to the string while still having good flexibility. More mass allows for the string to be tuned to a low pitch with tension similar to the higher strings. For a vibrating string, lower tension/longer length/more mass = lower pitch and vice versa for higher pitch. A piano uses rather long strings under high tension, so the strings can't be super skinny to be tuned to pitch.
 
So on an instrument like piano - with a very wide range and lots of high harmonics - the higher octave harmonics of a lower string go out of tune with the fundamentals of the same notes a few octaves higher.



 In order, then, to discover the limit of deepest tones, it is necessary not only to produce very violent agitations in the air but to give these the form of simple pendular vibrations. - Hermann von Helmholtz, predicting the role of the electric bassist in 1877.
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bitflipper
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Re: Question on Note Names 2016/04/08 19:15:16 (permalink)
Makes sense. Maybe it's one of the reasons synthesizers sound bland compared to acoustical sources: the harmonics are too neatly aligned. But the human-hearing hypothesis rings true, too. There's no doubt we have increasing difficulty judging pitch the further we get from the middle of the keyboard, which is probably why I prefer a midrangey headphone cue mix for vocal tracking.


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Re: Question on Note Names 2016/04/08 20:50:01 (permalink)
All I know is C3 PO comes before R2 D2

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