Jones Beene wrote on Wed, 04 May 2011 06:54
[snip] Unlike many observers, I see the decay rate of the tritium in the Casimir
cavity (from the perspective of the tritium itself) as NOT changing !
[/snip]

Jones, I agree the rate is unchanged from the perspective of the tritium.. BUT 
I think tritium is in a HIGHER vacuum energy density because the decay is 
retarded. I think the Reifenschweiler effect tells us the tritium is 
experiencing a higher vacuum energy density associated with either the
External walls of normal Casimir geometry or repulsive Casimir geometry. I am 
convinced time dilation is accomplished so easily by nano geometry suppression 
compared to the energy needed for spatial displacement is because the AVERAGE  
vacuum energy density remains unchanged above the nano scale- The quantum 
effect of the geometry is able to  SEGREGATE  the density into opposing 
reservoirs of different intensity and volume much more easily at and below the 
nano scale. The difference between these opposing reservoirs creates a 
permanent negative pressure conduit between them when the opening is 
sufficiently small such that the suppression keeps the reservoirs from becoming 
depleted.  The outside of a cavity is a shield such that the reduced density 
inside means the external surface gradient accumulates pressure at an 
accelerated rate compared to normal matter that is exposed on all sides - or 
you could look at it as back pressure from the propagating vacuum wavelengths 
as they translate/up shift into the cavity. IMHO It would maintain a shallow 
reservoir of increased energy density spread over the entire exterior surface 
of the cavity.


[snip]...but instead some of the beta decay is being ported into a ZPE "sink"
instead, so it only appears to us, outside the cavity ,that the decay rate
it is slower than it was. - IOW some of the radiation goes into Dirac 
'reciprocal space' or a correlate,
and we simply do not see it in 3-space, but from the standpoint of the rate
itself and the tritium itself - nothing has changed.[/snip]

Yes, although with Reifenschweiler effect  you are talking about a repulsive 
Casimir geometry that increases vacuum energy density, this effect is just the 
same as spatially accelerating the tritium to near C such that it appears to 
slow from our perspective- when it returns to earth we seem to have aged 
greatly from it's perspective but it will then start aging at the same rate as 
us again since it is now in the same inertial frame. This is a mirror to the 
attractive Casimir phenomenon that lowers energy density inside a cavity. The 
hydrogen inside a normal Casimir geometry experiences LOWER energy density, 
deceleration  or negative acceleration where it is the universe outside the 
cavity that appears to be racing away near C and when the hydrogen returns from 
the cavity it discovers that we, outside the cavity, have not aged while it has 
experienced years of time and chemical reactions.

Regards
Fran



Jones Beene
Wed, 04 May 2011 06:54:39 -0700

If ZPE radiation is being upshifted in a cavity then the Reifenschweiler

effect would more likely be an increase in the decay rate, not a decrease.

This is because the nucleus would be over-stimulated in the sense of the

induced gamma effect, and it would decay faster, not slower.



If seems more likely that radiation is being neither upshifted or

downshifted, at least in the Reifenschweiler effect.



Unlike many observers, I see the decay rate of the tritium in the Casimir

cavity (from the perspective of the tritium itself) as NOT changing !



...but instead some of the beta decay is being ported into a ZPE "sink"

instead, so it only appears to us, outside the cavity ,that the decay rate

it is slower than it was.



IOW some of the radiation goes into Dirac 'reciprocal space' or a correlate,

and we simply do not see it in 3-space, but from the standpoint of the rate

itself and the tritium itself - nothing has changed.



This can explain the Rossi heating effect when you substitute IRH (inverted

Rydberg hydrogen) for tritium. More on that later.



Jones



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