Orchestral Equipment Survey with a Poll

The bulk of the musical talk

What are the "must have" keys for tubas in a pro-orchestra?

CC
3
3%
BBb
2
2%
F
1
1%
Eb
1
1%
CC+F
70
64%
CC+Eb
10
9%
BBb+F
6
5%
BBb+Eb
3
3%
CC+BBb+F+Eb
14
13%
 
Total votes: 110

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Post by SplatterTone »

Speakers are remarkably insensitive to low pitches too. There are very, very few speakers that can output a C three octaves below the staff without a serious (extreme) reduction in volume.
I don't want to dive into the exotic part of the discussion; but I'd thought I'd share the results of an experiment I did a long time ago when I sold HiFi (back when it was cool) at the now defunct (as far as I know) Team Electronics. I had a Micro Moog at the time. The filter section could be put into self oscillation to produce a sine wave that you could dial down to as low a frequency as you wanted -- to 1 Hz or less. I ran it through a Bose 2 X 250 watt into 8 ohm amplifier (technically, a 2 x 45 volt amplifier) and tested various speakers. At very low frequencies, we could hear nothing more than maybe a rustling sound from the speakers. However, one could clearly hear the building rattling to the extent that the manager of the Pottery Plus store next door called us and told us to knock it off. So, while the ear might say the output of the speaker was very low, the building and dishes next door told a different story.

I think I recall an experiment where very low frequencies can generate a sense of fear and cause goose bumps; hence, their use in horror movies. Yes, my child, fear the tuba.

By the way, the low frequency champs in stock at the time were a Jennings Research with 10-inch active and 12 or 15 (I forgot) inch passive; the largest of the house brand Oracle IV with active and passive radiators; and (surprise!!) the Bose 901 with its dinky little drivers.
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Post by windshieldbug »

Chuck(G) wrote:Actually, full-scalle basses have been constructed (even recently). Berlioz was in love with the darned thing; the major problem being that it wasn't playable with any facility (note the levers):

Image
So now this thread is "Orchestral Equipment Survey with a Pole"
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Post by Rick Denney »

Doc wrote:I've heard Dave Kirk play his Alex for years. Dave has an amazingly warm, rich, colorful sound on the Alex. One of the best tuba sounds out there in an orchestra, bar none. Then I heard him play his Nirschl. Dave still kicks ***, but I don't like that sound as much.
I think this statement says a lot more about your subjective response than the characteristic of the sound.

Let me revise your story and tell it my way: I've heard Mike Sanders play his Alex for years. Mike has an amazingly warm, rish, colorful sound on the Alex. One of the best tuba sounds out there in an orchestra, bar none. Then I heard him play his Yorkbrunner...

Here's where we depart.

..and on the Yorkbrunner, his sound had a quality of sweetness and sparkle that was never present in his Alexander Power Sound. The difference glowed in the dark.

I made that observation in about 1984, when Mike made the switch.

It may well be that Dave and Mike approach their different instruments in different ways, and it may be that the sweetness and sparkle that I noticed would offend you. So, subjective BS.

But that sweetness and sparkle added to the perception of depth. But I think it added it from the top. You can't simulat a 16-Hz CCC by playing it an octave higher. You have to present a range of overtones all spaced at 16-Hz intervals. Those intervals are what tell the listener "16 Hz". That's what I call color. Bloke's fuzziness comprises noise frequencies that do not line up with those 16-Hz harmonic overtones. And to answer Mike Mason's question, Gene's ultra-bass sound has a very high ratio of harmonic overtones to noise overtones.

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Post by Shockwave »

Chuck(G) wrote: I'm very skeptical that a human being can hear a musical tone at 14 Hz. Perhaps a pressure wave can be sensed or some harmonic content deduced, but a musical tone?
You said you couldn't hear anything from your speaker, and I told you why. It has nothing to do with music. Human hearing goes down to 3Hz if the level is high enough (with military battlefield sound simulators). The only pitch perception I have below 20Hz is intonation with notes in octaves.
Precisely--thank you for reiterating my point. Tubas are best heard from their harmonic--not their fundamental content.
My point was that even weak sounds can reach an audience if they are steady tones without much competition from other sounds. Your opinion and mine coincide for pedal tones but diverge for higher notes where I think that the fundamental has the best chance of reaching the audience and you think the upper harmonics have the best chance of reaching the audience.
Actually, full-scalle basses have been constructed (even recently). Berlioz was in love with the darned thing; the major problem being that it wasn't playable with any facility (note the levers):
I'd like to hear a tuba scaled from a piccolo trumpet, with a 3.3" bore, 32" bell, and a mouthpiece with a 2.6" cup diameter and .55" throat.
...and it's the harmonics of that bass voice that make him noticeable, not its weak fundamental.
His sounds that don't compete with other sounds make him noticeable.
While high firequencies are indeed attenuated more by porous surfaces than low, go back and take a look at the loudness curves I posted earlier. Note that they're extremely non-linear at the low end--that the low frequencies have to be boosted as the overall midrange volume gets quieter. That's why there are "loudness" controls on stereo equipment in attempt to compensate for the nonlinearity of the Fletcher-Munson curve.

Consider the implication that if the level of bass is perfect to the conductor's ears, it's going to be downright tinny at the back of the hall, where the volume is much lower.
Those curves are great for predicting hearing damage in the workplace or the difference in tone when speakers are turned way down to a low level, but nearly useless for what you're talking about. You are talking about a level reduction due to distance that would make the bass seem lacking. It just does not work that way, other factors dominate and at a distance the bass level increases compared to the rest of the music. That's why elephants and whales use low frequency tones to signal over long distances and why a jet plane rumbles at a distance and roars up close. Low frequencies carry better.
Or, as anyone listening to a marching band from the top row of the bleachers can attest--"what sousaphones?".

This is a matter of human physiology--as sounds get softer, the bass goes away.
Having multiple bass instruments out of tune and out of phase does not increase the bass output much either physically or perceptively. The harmonic output increases, but is absorbed more with distance so you end up with not much more sound than one tuba makes. I've noticed at tuba christmas that there is subjectively as much bass when a quartet is playing as when the entire ensemble of 300 is playing.
I said nothing about blowing a tuba to distortion. What I did say was that harmonic content was perhaps more important than fundamental. This can be achieved with a change in mouthpiece or construction of the instrument.
You said a player would give himself an aneurism blowing hard enough to send sound to the back of the hall, which means to me blowing really really hard on the tuba. If you put enough air pressure into a tuba to make your head swell, it is going to blat.
I beg to differ and offer a concrete example Organ builders have been building instruments with "resultant" stops for centuries, being fully aware of this effect. Many organs with stops marked as 32' really create the effect by combining a 16' voice and 10 2/3' quint. Here's an example at random:

Does anyone suppose that the tuba player honking out his pedal C is producing a fundamental tone at an audible level? Yet the ear perceives a note lower than the C an octave above. From what?

The ear is a very strange thing.
It's not strange at all. Any sum of harmonic multiples of a fundamental frequency produces a wave that repeats at that fundamental frequency even if there is no sound content at the fundamental. The ear senses pitch from the repetition rate, which you can call the fundamental frequency, but don't confuse that with energy content at the fundamental frequency which is usually called simply "fundamental". The repetition rate will stay the same as long as at least 2 harmonics are present. The ear does not conjure into existence fundamental when it isn't there, but it does detect the repetition rate.

A pedal C is a resultant tone of low C and the harmonics above it. Another name for the same phenomena is "chord", and the reason chords work is because the ear recognizes repetition rate. Major chord C E G in the staff is a wave that repeats at the frequency of pedal C. Chords start to sound muddy when the fundamental frequency from which they are built drops below about 20Hz, which not by coincidence is the lower limit of pitch recognition.

-Eric
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Post by Chuck(G) »

It's not strange at all. Any sum of harmonic multiples of a fundamental frequency produces a wave that repeats at that fundamental frequency even if there is no sound content at the fundamental.
Which is precisely my point!

There are heterodyne frequencies, but they're the result of the harmonic content of the fundamental being produced by the source. But the fact remains the fundamental is not being produced by the source yet the ear hears it.. In other words, the ear mistakes a heterodyne for a fundamental--i.e. it infers the presence of a non-existent fundamental.

So, in summary--produce upper harmonics and you'll generate the effect of a fundamental. Produce a fundamental at low frequencies and you'll not be heard as well.
Chords start to sound muddy when the fundamental frequency from which they are built drops below about 20Hz, which not by coincidence is the lower limit of pitch recognition.
Anyone who's done arrangements for tuba choir will tell you that chords sound muddy far higher than that because the heterodynes begin to drop below that 20 Hz. But that has nothing to do with my point.
Having multiple bass instruments out of tune and out of phase does not increase the bass output much either physically or perceptively.
So, to get mind-numblingly elephant-in-heat type of bass in the upper gallery seats of a stadium, all we need to do is ditch all but one sousaphone and the bass will sound proprtionally louder with respect to the rest of the band than it would if I were 3 feet away from the player, right? After all, you've said that bass frequencies aren't attenuated as much as higher frequencies by distance. Wonder why the collegiate marching bands haven't stumbled upon that nugget of truth?
You are talking about a level reduction due to distance that would make the bass seem lacking. It just does not work that way.
I respectfully submit that you need to attend more live concerts and sit in the cheap seats. The experience will be a revelation.

And finally:
You said a player would give himself an aneurism blowing hard enough to send sound to the back of the hall, which means to me blowing really really hard on the tuba. If you put enough air pressure into a tuba to make your head swell, it is going to blat.
I said that the aforementioned player would rupture an aneurysm; I'm not aware that one can "give himself an aneurysm" by playing a tuba or any other instrument--they're a defect in the vascular system and can occur anywhere in the body, not just the head. Fragile aneurysms can be ruptured with nothing more than the mild hypertension resulting from the frustration with another's ridiculous..... :shock:
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Post by windshieldbug »

bloke wrote:' ever notice how - As threads progress, the posts make less and less sense, and are less and less significant?
What do you mean by that? :roll:
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Post by Chuck(G) »

bloke wrote:' ever notice how - As threads progress, the posts make less and less sense, and are less and less significant?
So, Joe, yams or sweet potatoes this year?
:lol:
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Post by Donn »

Ha, very amusing. But to return to abstruse speculations on the nature of musical phenomena --

Isn't it true that when I play for example a C two lines below the bass staff, the frequencies that comprise that tone are determined not exactly by the pitch itself, but by my instrument. On my F helicon, it would be C/G/C/E/G/..., on my BBb sousaphone C/F/A/C/F...?

(Note recent comments in another thread, about the effect of Eb and BBb tubas playing together, related to this principle.)

So if you buy this, then I think it follows that if on my F tuba I play this C/G/C/E/G, and then jump up to G (G/C/E/G), you continue to hear the same harmonics, and only the relative strength has changed - the two-line C went to 0, and the ones above it increased in volume.

So if you hear (cognitively) a note, you must hear (physically) at least some of that literal frequency.
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Post by Z-Tuba Dude »

Chuck(G) wrote:......all we need to do is ditch all but one sousaphone and the bass will sound proprtionally louder with respect to the rest of the band than it would if I were 3 feet away from the player, right? After all, you've said that bass frequencies aren't attenuated as much as higher frequencies by distance. Wonder why the collegiate marching bands haven't stumbled upon that nugget of truth?
'cause otherwise, they couldn't spell out the name of the school! :D
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Post by Z-Tuba Dude »

Donn wrote:.......Isn't it true that when I play for example a C two lines below the bass staff, the frequencies that comprise that tone are determined not exactly by the pitch itself, but by my instrument. On my F helicon, it would be C/G/C/E/G/..., on my BBb sousaphone C/F/A/C/F...?

(Note recent comments in another thread, about the effect of Eb and BBb tubas playing together, related to this principle.)

So if you buy this, then I think it follows that if on my F tuba I play this C/G/C/E/G, and then jump up to G (G/C/E/G), you continue to hear the same harmonics, and only the relative strength has changed - the two-line C went to 0, and the ones above it increased in volume.....
I think that that you may be confusing the harmonic series that a brass player exploits, in order to select various tones on their instrument, and the overtones that are generated when a note (on any instrument) is sounded. They are really two completely different phenomena.

I believe that the discussion here, is centered on the second idea:

The way we can tell the difference between a middle "C" on the flute, and a middle "C" on the clarinet, is the unique array of overtones that sound, simultaneously, while the basic pitch is being played.
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Post by Donn »

Z-Tuba Dude wrote: I think that that you may be confusing the harmonic series that a brass player exploits, in order to select various tones on their instrument, and the overtones that are generated when a note (on any instrument) is sounded. They are really two completely different phenomena.
How could they be? The overtones are generated by the instrument, they aren't some intrinsic property of the fundamental. To take your example, the clarinet's overtones are distinctive because there's very little of the even partials. The clarinet's second register is, not coincidentally, also distinctive for the player, because it comes out a fifth higher than it would on the flute - the flute's octave is the 2nd partial, so the clarinet instead jumps to the 3rd.

To return to the tuba, we're looking at a set of tones that are a function of the length of tubing. If my F is a second partial, then the next overtone must be the third partial C; if F is a third partial, the next overtone must be a Bb - that 18 feet or so of tubing can't form a stable C.
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Post by Shockwave »

The overtones are generated by the lip or reed vibrating and valving the airflow, and the instrument amplifies the harmonics that most closely match its natural resonances in various amounts depending on how good the match is. The lowest and strongest matching resonances dictate a pitch to the reed or lip, so the relationship works both ways at the same time. The only time all the resonances of a tuba sound at once is when you play a pedal tone.

-Eric
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Post by Rick Denney »

Donn wrote:
Z-Tuba Dude wrote: ...that 18 feet or so of tubing can't form a stable C.
Don't underestimate the pitch variability allowed by the widely tapered bore of the tuba. It is not an organ pipe by any means.

Also, the player's lips and the mouthpiece each have an impedance curve that describes the resonance space. Those combine with the impedance curve of the tuba to produce sound.

And don't assume that all overtones must be harmonic. We frequently get a noise buzz in our sound when things aren't working well. If it was harmonic, it wouldn't be noise. We also get spurious high frequences from clipping when the vibration of the lips runs into physical constraints, either from lack of air flow or from lack of embouchure quality.

So, with some players and tubas it is indeed possible to play a C using 18 feet of tubing. Sound quality is another matter.

And, of course, middle C resonates in 18 feet of tubing as the ninth partial.

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Post by windshieldbug »

But when one plays a fundimental D, the instrument is the same length through valve tubing, whether it's an F or an Eb, CC or BBb...
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Post by Z-Tuba Dude »

windshieldbug wrote:But when one plays a fundimental D, the instrument is the same length through valve tubing, whether it's an F or an Eb, CC or BBb...
I hope I am reading your comment correctly, but if you are talking about the D just below the staff, the tube length will be the same for the BBb, and C tubas. That same note will involve less tubing for the Eb, and F tubas (which is the same length of tubing, for each).

That is true for the D, an octave lower, as well.
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Post by windshieldbug »

I may not have stated it well, but that is exactly what I meant; (F and Eb), and likewise (CC and BBb) :D
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Post by Donn »

Rick Denney wrote:
Donn wrote: ...that 18 feet or so of tubing can't form a stable C.

...
So, with some players and tubas it is indeed possible to play a C using 18 feet of tubing. Sound quality is another matter.
...
Rick "who thinks all generalizations are false but some are useful" Denney
Wasn't intended as a generalization. Context seems to make it pretty clearly the 4 foot C in the bass staff. As an overtone. (Not) in an 18 foot tuba.
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