QUOTE (phong @ Jun 28 2004, 05:44 AM)
So, if you can't get much louder than 190 db, rocket engines can't be nearly that loud, because there are things much louder. When Krakatau exploded, it was heard 3,000 miles away. The pressure wave traveled around the Earth 7 times over the course of 5 days.
The limit comes from the vacuum that is formed during the decompression phase of the wave. You can't get lower pressure than a vacuum, so the lower wave peak is indeed "clipped". So a rocket engine indeed clips the air

If you increase the pressure of the medium, you can achieve louder sound.
In water the pressure of the medium is a lot higher than in air. 10 km below the surface you can have pretty impressive sound levels. Sound also travels much faster in water. You can also have pretty impressive sound levels in stone. Krakatau's blast wave moved mainly in the ground itself, which acted as a "speaker".
A sound wave can't possibly go around the earth a few times (like in the Krakatau case) just in the air, even the loudest possible sound would dissipate in a few hundred km's or so.
A rocket engine moves a lot more air than a speaker cone, so the area of the 190 dB'ish sound pressure is a lot bigger than with a speaker cone. The rocket engine also shakes the ground, which then propagates the sound to a great distances.
The blue whale has no problem creating 188 dB sound pressure because of the water medium. I wouldn't like to be scuba-diving in front of the whale when it releases this nightmarish howl though

If I venture in the realms of pure speculation, I wonder if a "clipped" waveform dissipates more slowly in the air than a nonclipped one. Even if the sound level can't get higher than 191 dB's or so, the air molecules still have more kinetic energy than needed to create a 191 dB sound. So, the wave travels in clipped state at maximum possible sound pressure for a while, and after losing the excess kinetic energy starts dissipating normally.
Or possibly a "square wave" is formed in the air because of the clipping

That could also explain why a rocket launch is so loud even several kilometers away, or why Krakatau's blast wave travelled around the earth. Also a nuclear bomb creates a pressure wave that reaches a vacuum during the decompression phase for the length of several kilometers, or the sound travels in "clipped state".
Edit:
Okay, I gave the subject a bit more thought and I came up with this: the sound pressure (SPL) is limited by the
lower peak of the wave because of the vacuum, but the
upper peak is theoretically not bound. So you can't have
continuous, sine-like wave louder than ~191 dB's, but the energy travels in the upper peak of the wave, which is much farther from the "DC level" than the "clipped" lower peak. Does this make any sense?
Edit2:
Some corrections.
I think I might be mixing the physics terms "energy in a wave", "intensity of a wave" and "SPL" together in situations where they're not freely mixable. My physics book had nothing about the subject of "maximum possible wave amplitude in a given medium". Maximum energy in a mechanical wave isn't probably limited, but the amplitude of the wave most likely is due to the properties of the medium. Would someone elaborate, please?