MM, if edd's statement is true, does that change your claim at all? Is your claim completely dependent on the Casimir effect?
No it does not change anything at all from my perspective. It's a "physical principle" issue now. This "negative pressure" debate actually began with our discussion about Guth's original inflation paper. In that paper Guth tried to claim that the "vacuum" had a "negative pressure", at which point it became abundantly clear that he was completely detached from physics, specifically the physics of "pressure" in a vacuum. He did not understand or consider the physical limits of 'physical' reality or the concept of "pressure" in a vacuum at the level of kinetic energy. It is physically impossible to create "negative pressure' in a vacuum.
While it is very clear that these individual understand their math *very* well, when it comes to subatomic physics, they are evidently clueless about what goes on in a vacuum at the level of kinetic energy and actual physics.
This debate does demonstrate a significant lack of understanding on their part about kinetic energy and actual "physics". That lack of physical understanding of what is going on directly effects our magnetic reconnection debate, and it has a direct effect on their inability to see the glaring weaknesses of "dark energy theory" and "inflation theory" (not so much dark matter theory).
At the level of "physics" it's helpful to begin to understand the "pressure" in a "vacuum" from the standpoint atomic pressure. The "pressure" in the vacuum chamber is caused by the atoms kinetically interacting with the sides of the walls of the chamber (or something inside the chamber). The atoms bounce around and bang into things. As we increase the temperature of the chamber, even with the same number of atoms in the chamber, the "pressure' will increase with temperature because the kinetic energy of the atoms is greater as the temperature rises. The atoms are moving faster inside the chamber and their kinetic energy has increased. Pressure in the vacuum is directly related to the kinetic energy in the particles in the chamber. Pressure in the vacuum and kinetic energy are intimately and directly (physically) related. Since all vacuums have some atoms, all vacuums have pressure of some kind.
Even the best physical vacuums on Earth cannot ever be "empty". We don't have the technology to remove every atom from a vacuum and therefore we can never reach a "zero" atomic pressure state in a "vacuum". We simply can't remove *every* physical particle with kinetic energy from a chamber. It's impossible for us to do that. Even if we could, there are still neutrinos blowing through the chamber by the billions. There will still be particle kinetic energy inside every 'vacuum" in the universe, even if it were a 'perfect' (not a single atom in the chamber) vacuum.
Even without any atoms at all inside our mythical perfect vacuum, there would still be an abundance of kinetic energy flowing inside the chamber due to the kinetic energy from neutrinos that flow through the vacuum by the billions. This particle kinetic energy creates pressure even in the absence of all atoms.
It's pretty clear from the importance of the material used in the plates that the kinetic energy of the EM carrier particles that produce "pressure" on the plates. They do so by putting *MORE* pressure on the outside and *less* on the inside. That diagram from Wiki is well done and explains the process quite clearly. The little blue arrows on the inside of the plates still press into the plates. They are simply 'small than' (less kinetic energy than) the arrow on the outside of the plates. There's nothing mysterious about the Casimir effect as long as you recognize it's the carrier particle of the EM field that passes on it's kinetic energy to *ALL SIDES* of the plates.
FYI, it is possible geometrically to make the Casimir effect "repulsive". As Edd say's, it's not easy, but it's directly related to a "greater" pressure in one area, and "lower pressure" in another area.
I think it was clear to everyone that "dark energy' has nothing to do with the Casimir effect. If it did, the type of material in the plate wouldn't be relevant. The fact that the plates have to be metal suggests that the kinetic energy comes from the carrier particles of the EM field rather than any other particle.