This might end up being a little rambley but I hope it makes sense. Been connecting a lot of recent theories lately and I think I'm onto something, but I'm not always as good at putting things into words as I am at visualizing all the moving parts.
Idk why it just now clicked for me. But that works so well for my thoughts about how, if superfluid vacuum theory is correct, the speed of light could be seen of as the equivalent to terminal velocity in classic fluid dynamics. The "terminal velocity" of an individual water molecule in a boiling pot of water is the speed at which it is travelling at 100°. This seemingly obvious thought actually was hard for me to find a source on. Most say that an individual molecule doesn't have a temperature. But at that critical point, the point at which it can't get any hotter than 100° without having to cross the meniscus and turn to a gaseous state, MUST be equivalent to the terminal velocity of the individual particle. The terminal velocity, if it's unclear, being the point at which a body moving through a fluid or gas cannot possibly gain any more velocity despite having additional acceleration applied. If you took calculus you can probably visualize what's going on there.
But then just recently, this research came out that was able to connect chaos theory, quantum theory, and fluid dynamics, to prove that you CAN actually pull out a temperature from an individual molecule. And so now it is possible to draw a direct connection between hadronic molecules at the liquid / gas boiling point, to photons at the "speed of light" maximum speed of causality critical point that we observe from here in our forms embedded in the condensate.
A new study at TU Wien has revealed how chaos theory connects quantum theory and thermodynamics, two seemingly separate areas of physics. A single particle does not possess a temperature, it only has a certain energy or speed. It is only when many particles with random velocity distributions are pr
scitechdaily.com
The math to connect this idea to the classical fluid dynamics formulas and then connect it to the formulas for relativity might be deceivingly easy at the critical point, but I'm a little intimidated to try to sit down and do it. It has been a lot time since I've actually gotten my hands dirty with the numbers rather than sitting back and trying to visualize all the moving parts. They're very similar formulas tho.
So if we conceive of spacetime itself as being of essentially two phases: 1. A condensed, solid phase, equivalent to the solid phase (ice) in classical matter essentially and 2. A fluid phase, essentially equivalent to the quantum foam that physicists are starting to let themselves see as real rather than made up of "virtual" particles. The thing is, we have to extend the concept of what a solid is and what a liquid is to a FOUR dimensional thought (think: conceiving a tesseract). Those "virtual particles" quantum foam are in a sense extending into a fourth dimension as they become liquid towards the speed of light. I'm not sure if we can extend the idea to a gaseous phase, but if we can, it's going to be through this recent proof that there are three time dimensions and one space dimension for particles at speeds faster than the speed of light.
How would our world be viewed by observers moving faster than light in a vacuum? Such a picture would be clearly different from what we encounter every day. "We should expect to see not only phenomena that happen spontaneously, without a deterministic cause, but also particles traveling...
phys.org
So then what's possibly going on with the fact that time speeds up for the observer in a smaller gravity well, is that as you get further away from the other condensed hadronic matter that we know of on every day earth, we are literally becoming further dissolved into the liquid and gas phases that exist in these other temporal dimensions that extend outward from normal three dimensional space.
Wish I was better with the math but I really don't see a problem with this conceptualization of multidimensional superfluid spacetime.
One of the cool things about a superfluid is that once it starts moving in a wave, the wave keeps travelling bouncing around forever, as at the full critical phase where the entire substance is a superfluid, there is no friction slowing anything down. This is a great way to explain why matter looks like both a particle and a wave. In some sense, the matter that makes us up could be conceived as patterns of wave crests in waves coming from different directions, i.e. the different fields that make up quantum theory are what form the small scale disturbances that make us as the various superwaves coming from higher dimensional directions interact with each other.
And I think that's as far as I can take the thoughts at the moment but damn. I gotta go back to college and formalize some of this stuff, or prove myself wrong. Definitely feels like I'm onto something tho.