iaoranaemaeva wrote:Now my question is: are various piano brands physically so different that they really need different models/equation sets ( regardless of parameter values)?
Without disclosing industrial secrets, can MODARTT give us a few examples?
I think there are clues in another thread topic:
Refer to the quotes on my post on the topic: Future for Pianoteq - less "simplification" (post 19).
http://www.forum-pianoteq.com/viewtopic.php?id=1394
If it is true that real time modelling of everything that affects the sound is beyond the capability of present day computers, then it would seem that a number of complex computations must be "preset" or "pre-done".
In other words, some equations/algorithms must be simplified for a particular piano sound, and if these were made completely adjustable there would be too many computations and/or variables to compute in real time for every possible configuration of piano.
Also consider this - - it has been said on this forum that the vibraphone emulation is excellent. Could it be concluded that the emulation is much simpler than that for a piano? And that the proof is in the superb sound quality?
The vibraphone should be a much simpler instrument to emulate because it has no soundboard which eliminates sympathetic resonance in the calculations, there are no pedals which introduce more sound variations, and there is virtually no action noise.
All of these (particularly sympathetic resonance) require more complex calculations which are not required for a vibraphone - which seems to imply that more computational effort can be applied to the sound of vibes - and tends to imply that our computers can't yet perfectly emulate a piano. I don't think this is debatable - for all the excellence in Pianoteq, particularly in playability, many still prefer the sound of samples. While sample users may not generally be pianists (my suspicion because they often miss the incongruities of sample music), they are not stupid, and they are not tone deaf.
Glenn
Last edited by Glenn NK (25-04-2010 20:20)
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