Oh for crying out loud. You are the single most unethical personal I've ever met in debate. My incredulous response was at the idea of sol trying to take their side in this debate rather than just staying out of it. It has nothing to do with his actual comments. I was surprise sol was attempting to suggest we live in a 'net zero' energy state, not at his comments, hence my question related to 'net zero energy'. Leave it to you however to "spin' it into something it was not.
It's unethical to read something someone wrote literally? It is a forum you know, sometimes sarcasm can be hard to detect.
Of course you do! I don't believe it's going to reach infinity in the *real world* with *real things*.
A formula is an ideal representation in an ideal situation, duh.
So let me ask you this, if I have an electron and a proton (or whatever you want), and the closer I bring them together, the attractive force between them increases right?
Do you agree with Coulomb's law?
[latex]$$ F=k_e\frac{q_1q_2}{r^2} $$[/latex]
As r approaches zero, what's going to happen to the force? What's the upper limit of that attraction? You can't produce one for the Casimir effect, but you should be able to do so for this since this is your home turf so to speak.
Hypothetically it approaches infinity, do you agree?
How is this any different than the formula for pressure?
How will you physically bring them closer together in a real experiment
By moving them?
In the real world however it's never going to get get close to infinity and will always be much close to 1 atmosphere than to infinity.
Of course you won't get close to infinity, you can't get "close to infinity". The math describes an ideal situation with point charges or impossibly flat and parallel surfaces.
Any real number is closer to 1 than it is to infinity, thanks for describing infinity.
You completely ignore the *physics* part of this debate......again! In a real world, there are real limitation, and your mathematical models are only useful approximations with various physical limits imposed by the sizes of atoms, etc. I'm going to skip the redundant stuff.
Yes I agree.
However the math describes the RELATIONSHIP. Just because the size of atoms gets in the way at some level, or you can never actually move things infinitely apart, doesn't mean the relationship is invalid.
So, back to the dodged question. What do you think happens to the pressure as the distance between the plates goes to zero, if the distance is in the denominator? In an ideal situation with impossibly flat and impossibly parallel and impossibly close plates?
You previously said you agreed with the wiki page on the Casimir effect, do you now disagree with the derived formula?
If you disagree with the derived formula, at which point does the derivation go wrong in your opinion? In the initial calculation of the standing waves?
Each of the fragments has (already possess) kinetic energy and even more energy that is stored inside the mass.
Agreed, nothing I said contradicts that.
That internal energy can be released again should it happen to collide with any other particle of it's antimattter/matter counterpart. Matter *is* energy.
Agreed, mass is energy. And both mass and energy bend space creating negative energy.
Any form of remaining matter is still a form of energy and it can be released by further and further matter/antimatter annihilation.
Sure, or the kinetic energy could be transferred, or get turned back into potential energy, or any number of other things.
Do you agree that no matter what form it's taking, matter or energy, it's all going to be bending space? More of it bends it more, less of it bends it less.