At 08:13 am 12/06/2006 -0700, Jones wrote:
> A second message is more subtle, requires thinking
> 'outside the box' and would mean little to other
> observers, outside the current threads on vortex
> related to polywater and WaterFuel.
>
> Indeed, that message may be a 'missing link' in some
> of what has only been suspected: re polywater -->
> waterfuel. The LLNL team measured water flow rates up
> to 10,000 times faster than would be predicted by
> classical equations -i.e. through the pores or a
> membrane, which as mainstream science suggest: flow
> rates through a pore will slow to a crawl as the
> diameter drops. That slowing is not progressively
> linear - it has now been discovered and at a certain
> level actually reverses itself and becomes faster than
> expected - by a factor of 10,000.
Once one grasps the reality of the reduction in
Beta-atmosphere pressure within the nano-cylinders
then the explanation for the increase in flow rate
and implied reduction is viscosity is straightforward.
It must be recognised that long cylinders shield the
contents from the external Beta-atmosphere pressure
far more effectively than a membrane.
Viscosity is dependent on temperature since temperature
is a measure of the rate the one shearing layer interferes
with its neighbour,
But from Robin's clue we know that as far as the Beta-atm.
is concerned, water is nothing more than a highly compressed
gas. This means it obeys the gas laws and the relevant one
in this case is Gay-Lussac's 2nd law which states that the
pressure of a fixed amount of gas at fixed volume is directly
proportional to its temperature in kelvins.
It is expressed mathematically as:
P/T = k
- Where:
P is the pressure of the gas.
T is the temperature of the gas (measured in kelvins).
k is a constant.
If the Beta-atmosphere pressure is reduced, its temperature
will be reduced, ergo, its viscosity will be reduced.
To put numbers to all this one would have to take
1-dimensional Casimir (4th power law) down to some
plausible boundary and then work one's way back up with
the 2-dimensional 8th power Casimir Law.
Cheers,
Frank Grimer
