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The total energy of the universe is not conserved



 
 
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Old December 26th 06, 09:46 PM posted to sci.math,sci.skeptic,sci.physics,sci.space,sci.astro
Jack Sarfatti
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Default The total energy of the universe is not conserved

"The Question is: What is The Question?" John Archibald Wheeler

http://www-conf.slac.stanford.edu/ss...age_12_jpg.htm

http://www-conf.slac.stanford.edu/ss...age_51_jpg.htm

http://www-conf.slac.stanford.edu/ss...age_46_jpg.htm

The total energy of the universe is obviously not conserved in the
standard model that fits observations to ~ 1% precision.

http://www-conf.slac.stanford.edu/ss...age_08_jpg.htm

The total w = -1 dark energy repulsive cosmic antigravity field
accelerating the 3D space expansion of the universe is obviously not
conserved. The total w = -1 dark energy content of our universe from
Rocky Kolb's first slide above scales as a(t)^3.

The total w = 0 on-mass shell finite rest mass matter-energy is
conserved scaling as a(t)^0 = 1.

The total zero rest mass w = +1/3 on light cone radiation energy is not
conserved, it scales as a(t)^-1 - zero from the cosmic redshift. Note
that the chemical potential of radiation is zero, therefore there is no
general global conservation law for radiation.

The general point here is that global space-time conservation laws are
not fundamental unlike the local versions, which are satisfied e.g.

Tuv(matter)^;v = 0

locally in 1915 GR with the (LC) connection covariant partial derivative ;v.

Global conservation laws require

[Tuv(Matter) + tuv(Matter-Gravity)]^,v = 0

where ,v is the ordinary partial derivative.

This cannot be done in general in curved space-time with
tuv(Matter-Gravity) as a kosher localized T4 tensor. tuv(Matter-Gravity)
is a pseudo-tensor because in LNIF's the energy-momentum of the
non-geodesic detectors powered by non-gravity forces makes a
contribution to the vacuum gravity field that, by the equivalence
principle, cannot be locally distinguished from the "real gravity
field." Garbage in - garbage out. Ask a stupid question, get a stupid
answer. Trying to globally conserve total energy, trying to conserve
total linear and angular momentum in a generally curved and torsioned
spacetime is a stupid thing to try to do. We already know this from
Noether's theorem. This is simply because the global Poincare group is
locally gauged and all we can hope for is to locally conserve the total
stress-energy current densities, which in fact is the case.

((-detguv)^1/2Tuv(matter))^,v +
(-detguv)^1/2(LC(observer))u^v^wTvw(matter) = 0

Actual observations given above show that the total energy of the
universe is not conserved. It's time to slay that Sacred Cow.

What the pure mathematicians, who lack physical understanding do not
get, is that any representation of curved space-time guv is observer
dependent i.e. relative to any conceivable network of ideal local
observers on arbitrary worldlines inside the local light cone field. For
example, in the non-rotating black hole outside the event horizon rs/r 1

g00 = -1/g11 = 1 - rs/r

is only for that special class of static LNIF "shell" (J.A. Wheeler's
term) observers at fixed r without orbital angular momentum. They need
to fire rockets to stay in place. Note that warp drive "UFO" observers
see a different metric field representation. What "Diff(4)" (local T4)
frame shifts do is to connect different networks of local observers.
That's the physical meaning of the abstract math missed by many of the
formalists in the field. The local relation between objective reality
and the observer's experience is

ds^2(objective observer invariant) = guv(observer dependent)dx^udx^v

= (Tetrad)^a(Tetrad)b

Space-time physics is local only because curved space-time is emergent
from a local vacuum ODLRO world hologram Higgsian field with several
coherent Goldstone phases that encode the 10^122 bits of our universe
retrocausally from far future Omega to past Alpha at The Creation in our
deSitter Universe.
http://qedcorp.com/APS/Adam.jpg
http://qedcorp.com/APS/desitter.jpg

Jack Sarfatti

"If we knew what it was we were doing, it would not be called research,
would it?"
- Albert Einstein
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http://qedcorp.com/APS/Dec122006.ppt
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