LeandroMdO
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PhysicsExplorer said:I tried to talk about the Casimir effect as little as possible, due to the disparity of understanding.
Since we're discussing what quantum theory implies as a matter of principle, the disagreements about the significance of the Casimir effect are not important and can be ignored. We can talk about the Casimir effect in a toroidal geometry, where there are no plates and no van der Waals interactions. There are some stray factors of 2 because the boundary conditions are periodic instead of Dirichlet, but the calculation is pretty much exactly the same.
PhysicsExplorer said:The reason why, is as I have explained before: even if you remove all the visible matter and energy from a region of space by making say, a vacuum, there should still be energy left over. In other words, it doesn't matter if you try and make a Newtonian vacuum, its impossible due to virtual particles in system.
Let's put it this way. Can you come up with an experiment that can test whether this interpretation is correct? Note that it's not enough to show that quantum theory gives correct predictions; you must show that this interpretation predicts something that others don't. By definition of the word "interpretation" it should be clear that you can't, and that the best you can hope for is to establish that certain equations look simpler or more beautiful on the picture you're advocating for. But that is not the case: the simplest, most elegant derivation of the Casimir effect makes no reference to virtual particles at all, because perturbation theory wasn't necessary to derive it.
Or, as I mentioned earlier in an edit: can someone genuinely argue that Fadeev-Popov ghosts exist?