MilbertCom wrote:Malcolm Moore explains why limitations are not preferable
"For a guitar, the audio spectrum needs are wide. ...The lower open E string has a fundamental of about 128 Hz, and significant harmonics are the second, fourth, sixth and eighth meaning the spectrum here extends to 1024 Hz. On the twelfth fret on the upper E string the fundamental is about 1,024 Hz, and the spectrum extends to about 8.192 kHz. On the 21st fret the fundamental at C# is about 1,722 Hz, and the spectrum extends to almost 14 kHz! The...frequency response needs to be virtually flat from less than 100 Hz to greater than 14 kHz to faithfully reproduce the vibrations from the guitar strings - before anybody starts to play with the audio spectrum, develop distortion, or introduce echo and / or reverberation."
http://www.moore.org.au/pick/01/01_strt.htm
Errr..not quite correct. Low E fundamental on a bass guitar (E1) is 41.2 Hz, 82.4 Hz (E2) on a conventional 6 string guitar tuned to concert pitch (A4=440Hz). The fundamental of the (E5) note on the 12th fret on the upper E string is approx. 659.2 Hz. Obviously, there are harmonics generated up to >14 kHz, but ...
MilbertCom wrote:At the same time, a 12-inch speaker is probably not reproducing anything over 5 kHz.
A 12-inch
guitar amp speaker has a frequency response
designed to attenuate (roll off) the upper harmonics of an electric guitar, because they seem to sound harsh and disturbing to our ears.
In the real world, the guitar sounds we love are carefully shaped to sound strong in the midrange frequencies, with low and high frequencies rolled off.
Extreme metal guitar sounds have more highs and lows than "vintage" or "bluesy" or "jazzy" guitar styles and are perceived as harsh and disturbing by older listeners. This is deliberate!
MilbertCom wrote:At the same time, the "bright" switches common on many amps significantly boost the high frequency response, apparently in attempt to bring-up the highs in the final output - and undo the loss from the speaker and even perhaps the amp...which most likely leads to all kinds of zany weird distortions in the higher frequencies. Some people love that, some don't, and there's so many different kinds of speakers, perhaps thousands. And maybe that many amps. And tubes. And guitars. And strings. And pickups! And players.
So I think it's fairly impossible to make any kind of sweeping statement regarding 'limited bandwidth' other than to explain that one purpose of GAGA is purity and clarity of tone, and we feel that begins with more faithfully amplifying whatever signal is put in, not in creating some kind of subjective-to-us, inescapable bandwidth-limiting filter/amp. There apparently are plenty of those already, and just because that's been done for decades (a) doesn't make it right or better, and (b) definitely means we don't want to 'me-too' that. (I can't recall a single GAGA player who's ever complained about too much high-end.)
It's going to be very interesting to follow the development of the GAGA amp. Modern recorded music has more high and low frequency content than ever before, so younger guitarists and their fans may be ready for guitar tones with wider frequency bandwidths. Metal has definitely led the way towards this.
The final ingredient is probably tone controls. If you download the Duncan Tonestack frequency response curve utility, you can see the frequency response curves of the most famous (and most imitated) "classic" guitar amp tonestacks. These would include Fender tweed Bassman and Blackface models, Vox AC30, HiWatt DR series, Marshall JMP and JCM series, Mesa Recto and Mark series.
All of them have highly interactive controls, and the response curves always have some degree (usually quite a lot) of cut somewhere in the midrange.
Is this part of the reason why the HF response is usually rolled off from 4 or 5 kHz?
So far at least, guitar amps have not had a flat / even frequency response, so Milbert / GAGA is trying something different here.