Abstract:  Under extreme mass it is said that TIME gets 
dilated severely.

Among the many issues, one is:

Do the various energy states get reduced in situ because of 
the "slowdown" due to spacetime warpage?  Eventually time 
comes to a complete stop under the severest dilation.  What 
happens then?



Okay... here we go...  First, reach into your pocket and 
grab a proton, any proton.

Now go get a black hole.

Don't grab it with your hand, use a stick.

Now you push the proton towards the black hole.

As the proton travels nearer to the black hole, time slows 
for it when viewed from an undilated area of space. 

Now... as far as the proton knows, it is still doing its 
thing.  All the particles involved within the proton are 
still in there proper place and the proton is still a 
proton.

The proton is unaware of its slowdown in time relative to 
protons existing in undilated areas of space.

If our little proton looks at another proton in undilated 
warped spacetime, does the other proton seem to be going 
faster?

Or does it look like there is no change?

Does the faster proton in a less dilated area of spacetime 
appear faster when or IF the photons coming from the faster 
proton slow in response to the time dilation effect?

What exactly happens to the photons (not protons) while they 
are photing at "c" into the dilated time area that would 
normally show or report on their message as to just what is 
happening to the proton in the undilated area?

Well... while we are considering that one, let's change the 
game a bit.

Now consider two protons in binary orbit (if that is 
possible under repulsive conditions) at a certain orbit 
speed and number of mutual orbits per unit time.

ahem...

pretend there aren't any electrons around for a minute

You can use real heavy atoms instead if you want, for our 
purposes here, it doesn't make any difference.

Now as our tiny binary system goes into the time dilated 
area, does the orbit periods and speed decrease?

You can see the problems i am getting to.

1.  How does mass and energy behave under extreme time
    dilation conditions?

2.  How do the particles or waveforms of the proton behave
    under extreme dilation conditions?

These are hardly questions a joe is qualified to answer, but 
i thought the questions were interesting...

Well... let's try anyhow... we'll leave the expertise for 
the experts.

If we assume that EVERYTHING slows down under dilation 
conditions relative to undilated conditions then we can 
assume the the ENERGY level of the mass affected in question 
must drop too.   Sounds logical at least...

But can we argue that energy levels are redefined under 
dilation conditions?  That is, everything stays about the 
same.    boy... this stuff can really make you dopey...

Continuing... anyhow if TIME dilates to zero or stops or 
even comes close to stopping, what happens then to the 
particles?, the proton?, the binary orbits of the little 
fellows?...

In short, do mass and fields continue to exist?
And if not, where do they go?  How do they go there?

And finally, what kind of experiment can we create to find 
out any answers to the questions, quite possible invalid, by 
the way, of their existence under terminal dilation?

Conservation of energy would require, perhaps..., that if 
any energy dropped or lowered under dilation conditions, 
then that missing energy would seem to have to be expelled 
by the dilated areas into undilated areas.  And energy can 
be sort of considered mass... ummm... have we worked our way 
back to a 'big bang' scenario again under collapsing mass?

Well... let's see.  If mass under extreme TIME dilation can 
actually stop TIME, then it would follow (or would it?) that 
all the 'processes' within the particles making up the 
proton would come to a stop as well.  in short, the proton 
would vanish to something else.  not completely vanish... 
just vanish to something else.

Now... a gazillion gazillion protons would/could then take 
up a LOT less space because of the lack of field 'energies' 
that then are currently generated.

This would open the door then for a 'hot' singularity that 
is actually sort of 'cold'.  Or, may be cold.  remember, 
fields have been interdicted.

Anyhow, an unimaginable compaction could be construed to 
exist for mass under extreme time dilation.

Densities would be incomprehensible.

Accretions could occur to a speck of mass of unbelievable 
weight if the gravity fields were operative, which they 
wouldn't be.



Did you say big bang?

Now, given the theoretical reality of our now 
gravitationalless speck of time stopped superpacked mush 
which in theory shouldn't exist without a super 
gravitational field sufficient to stop TIME, what and how 
can it be set off to go kapooey and commence to 
'reconstitute' all the fields from all the particles that 
have their clock stopped?

Well... go ask the membrane people, they know all about fire 
crackers...



                         Anyhow...

The issue is:  what happens to mass, energy, and fields, 
when time stops?  

Oh well... am going to have to leave it here and let the 
real physicists answer the questions about what happens to 
fields, particles, energy, photons, and our favorite proton 
under extreme dilation conditions where TIME approaches zero 
or stops.

Let's see... that means that TIME has a mathematical value 
of one (1) where it is completely undilated to zero (0) 
where it plain stops.  but we know what division by zero 
means...

or maybe it goes from 1 when normal to infinity when TIME 
stops.

hmmm... problems at both ends of the barrel.

now we need somebody who can divide.

sigh...

i am going to take a nap...