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Home Jack Sarfatti's Blog Stanley Deser's negative bare mass model of electron 12-11-11 V2

*On Dec 10, 2011, at 11:55 PM, This email address is being protected from spambots. You need JavaScript enabled to view it. wrote:Yes, the negative bare mass ADM model has the really neat feature of particle stability at a finite radius. Because the negative bare mass makes gravity effectively repulsive*

understood

not understood

Roughly, if we have a SSS situation with the Newtonian potential ignoring "spin"

V/c^2 = - / ^2 + e^2/rc^2

Note with this sign convention / > 0 gives repulsive gravity as in the usual de Sitter sign convention used in precision cosmology

Newton's g = - c^2dV/dr = 2c^2/ + e^2/r^2

There is no way to get stability here with / > 0 de Sitter, we need / < 0 Anti-de Sitter.

/ > 0 de Sitter is a way to model negative mass - repulsive gravity.

Therefore, I disagree with what Jim says here.

Technically, a shell of electric charge is stabilized by a plasma of virtual particles in which the density of virtual fermion-antifermion pairs exceeds the density of virtual bosons.

virtual bosons make / > 0

virtual fermion-antifermion pairs make / < 0

a more accurate model will use the Kerr-Newman-Reisser-Nordstrom metric with the cosmological constant / added.

*On Dec 11, 2011, at 11:26 AM, This email address is being protected from spambots. You need JavaScript enabled to view it. wrote:When you change the sign of the mass, you have to do so for the active and passive gravitational masses -- and also the inertial mass.
*

Agreed

Agreed

Can you send a pdf of that paper?

Right

Interesting. Thanks.

Of course.

Category: MyBlog

Written by Jack Sarfatti

Published on Sunday, 11 December 2011 09:34

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