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... They smashed two atoms of gold together at velocities near the speed of light in an attempt to create what’s called a “quark-gluon plasma.” This is a very brief state where the temperature is tens of thousands of times higher than the cores of the hottest stars.
Particles in this hot-soup plasma stream out, but not without bumping into other particles in the soup. It’s a bit like trying to race out of a crowded room—the more people in your way, the more difficult to escape. The strength of the interactions between particles in the soup is determined by the strong force, so carefully watching particles stream out could reveal much about how the strong force operates at such high temperatures.
To simplify their observations, the researchers collided the circular gold atoms slightly off-center so that the area of impact would not be round, but shaped rather like a football—pointed at each end. This would force any streaming particles that headed out one of the tips of the football to pass through more of the hot soup than a particle exiting the side would. Differences in the number of particles escaping out the tip versus the side of the hot matter could reveal something of the nature of that hot matter, and maybe something about the strong force itself.
But a surprise was in store. Right where the gold atoms had collided, particles did indeed take longer to stream out the tips of the football than the sides, but farther from the exact point of collision, that difference evaporated. That defied a treasured theory called boost invariance.
Aside from revealing that scientists are missing a piece of the physics puzzle, the findings mean that understanding these collisions fully will be much more difficult than expected. No longer can physicists measure only the sweet spot where the atoms initially collided—they now must measure the entire length of the plasma, effectively making what was a two-dimensional problem into a three-dimensional one. As Manly says, this “dramatically increases the computing complexity” of any model researchers try to devise.
originally posted by: NobodySpecial268
a reply to: Maxmars
a reply to: Terpene
If I understand correctly the combined speed exceeds the speed of light as they approach each other. So if I were standing on particle A, I would see particle B approaching me at a lot more than the speed of light.
originally posted by: Maxmars
The answer is "baby steps" and "time."
We've been conditioned to reject that step.
Science hasn't... although some scientists have.
originally posted by: Spacespider
I wonder how it would look if we could put a camera into the accelerator and live stream the collision.
originally posted by: NobodySpecial268
Maybe someone can answer something I have wondered about these collisions.
Are the two particles each traveling at the often quoted near light speed?
So say, 180,000 miles per second? Each?
In a circular path.
If so, relatively speaking, relative to each other, one of the particles would be traveling at 360,000 miles per second.
Isn't that exceding the speed of light? Relatively speaking?
Nope . Each particle is still moving at the speed of light .
That defied a treasured theory called boost invariance.