Look who also went down on that thing... 
I was watching an interview of an expert online and he said that traditional hull materials like steel and titanium are more "compliant" than carbon fiber, and that the traditional materials provide certain integrity even during an implosion. What does that mean?

Interesting tidbits from "inside the community"
But I'd sure be asking questions and doing some googling if I were to pay 250.000 for a trip to the bottom of the sea. I guess they all fell for the 'it's expensive, so it's probably safe' fallacy.
The timescale can be best described as "By all means instantly".
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All the crew inside notices about it, is the sound. The frequency at which the fibers fail increases exponentially, the integrity of the hull drops fast and then, all breaks in a few milliseconds.
It basically goes from a statics problem to another statics problem at a different equilibrium in an instant. It's a violent, non-linear buckling transient going between the two states.And I'm not asking what the crew experiences. By the time the real dynamics of the situation start happening, neurological timescales are much longer than the relevant dynamical timescales. That's already been established. I'm interested in the raw physics of what happens when it goes from a statics problem to a dynamics problem.
It basically goes from a statics problem to another statics problem at a different equilibrium in an instant. It's a violent, non-linear buckling transient going between the two states.
If you look at it with high enough time resolution, there's a dynamics problem sandwiched between the two statics problems. If you don't know what that looks like, it's OK to say so; if I knew, I wouldn't be asking, and I'm sure it's a difficult problem. I would be interested in an educated guess, though.
Bottom line, if you know, or can guess: what does this look like at a million frames per second?
A millisecond is 2*10^40 Planck times, so "by all means instantly" doesn't describe the situation. A millisecond is a really long time. I wouldn't even accept "in a light crossing time for the volume in question" as "instantly" (though I don't expect anything to be moving relativistically in this scenario).
The air space in the hull goes from atmospheric pressure to water pressure in an instant. At the Titanic depth the compression would reduce the volume of the air to about 1% of the original volume. This rapid compression would heat the air, and it happens faster than heat can be conducted to the water, so that remaining air could reach isentropic temperatures as high as 1400 C. (IIRC in one of the US Navy sub implosion incidents evidence of compression ignition of fuels, papers, and textiles was found in the wreckage, but I'm having trouble finding citations for this as the Titan is dominating the internet right now). This air would quickly cool and reduce in volume further, and at those pressures and temperatures it would probably go into solution in the seawater. Few if any gas bubbles would persist for long. The sub doesn't really flood in the sense of water displacing air, but the water basically compresses and absorbs the air.
Hell no. Most sensors on Earth couldn't measure an event that is only a millisecond long. Including human senses.
Using Planck times is the LEAST reasonable way to measure time.
It's much shorter than the relevant timescales here, but the point is that we're nowhere near the time resolution limit for the universe for this kind of event. There's an actual sequence of events, not just a jump from one timestep to the next. Even if most of our sensors don't have the necessary time resolution, we certainly have sensors that do, and even if we didn't, there are events much shorter than we can directly resolve whose dynamics we know, or at least can model roughly.
Why?
You're really asking questions that can't be answered without more detailed knowledge of the hull geometry and detailed transient analysis of the implosion. Any answer some random person on the internet gives you for this will be extracted from their posterior. I recommend you pursue a graduate degree or three in engineering and physics and purchase some time on a supercomputer for this analysis. Please publish your results. Good luck.So one thing I'm interested in here is roughly how much of the air bubble collapse can be attributed to deformation of the hull (or inward movement of fragments), and how much can be attributed to water moving ahead of solid material.
Well, the Atlantic Ocean is a rather large mass. As energetic as the effects might be locally, I'm sure the average temperature of the Atlantic Ocean did not change a whit. I doubt any meaningful amount of water exceeded the critical temperature for any period of time. The ocean water is firmly in the compressed liquid region, not supercritical.Also, how much is the water itself going to heat due to frictional, collisional, and adiabatic effects? I can well imagine we might end up with large amounts of supercritical water here (the pressure is already supercritical, and there's a large amount of energy involved).
I used to be professionally involved with understanding failure modes in textiles. Even the stretchy ones require fast loggers for strain and load, but I did a lot of work with some very cheep (because I didn't mind much if they got smashed sometimes) 8kHz DAQs. I had a few other fun toys that could look into the 200 kHz range with some optical measurements.Hell no. Most sensors on Earth couldn't measure an event that is only a millisecond long. Including human senses.
Using Planck times is the LEAST reasonable way to measure time.
You're really asking questions that can't be answered without more detailed knowledge of the hull geometry and detailed transient analysis of the implosion. Any answer some random person on the internet gives you for this will be extracted from their posterior. I recommend you pursue a graduate degree or three in engineering and physics and purchase some time on a supercomputer for this analysis. Please publish your results. Good luck.
Well, the Atlantic Ocean is a rather large mass. As energetic as the effects might be locally, I'm sure the average temperature of the Atlantic Ocean did not change a whit. I doubt any meaningful amount of water exceeded the critical temperature for any period of time. The ocean water is firmly in the compressed liquid region, not supercritical.
I cannot think of a worse way to build a submarine...maybe wood, but at least we have a few more centuries of experience building boats out of wood.