On Sep 6, 2011, at 7:51 AM, Peter Heckert wrote:

Am 05.09.2011 23:56, schrieb Horace Heffner:
Good question Peter,

A possible answer begins on page 7 of:

http://www.mtaonline.net/~hheffner/CasimirGenerator.pdf

The lateral forces on capacitor plates is due to fringe fields. The Casimir force is highly non-linear, so fringe forces differ from electrostatic forces, and this difference leads to a means to extract zero point energy.

Yes but highly non-linear means very difficult to calculate, bvut doesnt necessarily mean the it is a nonconservative force.

Of course. The ordinary plate separation is a 1/r^4 force, but it is symmetric; it takes the same amount of energy to separate plates separated by r as gained from moving to r separation. However, the force at plate edges, as I proved, is highly dependent on edge geometry, and is not conservative there.


Casimir force is heavily researched nowadays, because it is the strongest force at nanometer distances and therefore a big problem for nanomachines. This doesnt look like a nonconservative force.

The other point is, that there are experiments to measure the force, but these dont give 100% proof, so it is unproven. There are theories that deny vacuum energy and derive the casimir force from other atomic forces. It was never measured between parallel plates, because this is technically too difficult. For the experimental proof they used a gold plate and a gold sphere and they needed 1/2 year until they had removed all dust and could measure it. So it is only indirectly proven, because the results from this measurement had to be extrapolated.

Also, Casimir force was -to my knowledge- never measured near zero degrees Kelvin, which would be necessary for a proof. Here is an alternative theory that explains the casimir force from electrostatics:
http://www.esdjournal.com/techpapr/prevens/casimir/casimir.htm
The author says, the force doesnt exist at absolute zero.
I am unable to go deep into all this (Or I might be able, but dont see why it would be rewarding for me), so which of all this theories should I believe? I dont know ;-)
Best,

Peter

If you want to look for zero point field rewards, the place to do so is in the nucleus. MEMS sizes produce energies trivial in comparison. See:

http://mtaonline.net/~hheffner/NuclearZPEtapping.pdf

Best regards,

Horace Heffner
http://www.mtaonline.net/~hheffner/




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