On Wed, 18 May 2011 09:27:19 Axil wrote
High temperature is required to provide a vibrative movement in the walls of
the erosive cavities formed on the surface of the nickel oxide nano-powder
that are the epicenter of nuclear activity.
Reply- I would suggest vibration movement is actually
Holmlid's Inverted Rydberg hydrogen in not an ion, per se. But to answer
Robin's question, the decrease in volume would be the end-game event which
destroys the 2D form, allowing ZPE coherence.
BTW - Out of respect to a famous scientist, Rydberg's name should be spelled
correctly (and as a
A related field? http://www.sciencedaily.com/releases/2011/05/110518131431.htm
Parahydrogen can be enhanced to 50 percent or even 100 percent using very low
temperatures, although the right catalyst must be added or the conversion could
take days if not weeks. Then, by chemically reacting
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http://www.sciencedaily.com/releases/2011/04/110405084252.htm
http://www.sciencedaily.com/releases/2011/05/110516102331.htm
Markku Pöysti
May 19th, 2011 at 6:52 AM
Does the reaction stop if temperature rises to Ni melting temp? This is
rather important safety point, ie. is china syndrome possible?
Andrea Rossi
May 19th, 2011 at 1:30 PM
Dear Mr Markku Poysti:
If Ni melts the E-Cat stops. It works only with
When a metal lattice is hot, three dimensional quantized vibrations travel
through its volume. These vibrations are called Phonons. The distances
between the atoms in the lattice increase and decrease in proportion to the
heat applied to the Lattice.
When there is a lattice defect on the
A much denser state exists for deuterium, named D(-1). It is called
ultra-dense deuterium. This is the inverse of D(1), and the bond distance is
very small, equal to 2.3 pm (0.023 angstroms). Its density is extremely
large, 130 kg / cm3 (130,000 times as dense as water), if it can exist as a
dense
Nano-defects are very tough. This toughness and associated resistance to
melting and stress is conducive to the production of high pressure inside
defect.
The smaller the dimensions of the lattice surface defect, the greater is the
multiplier on the hardness and the resistance to stress
Is there anyone who believes Mills' hydrino theory who also understands quantum
mechanics?
Sent from my iPhone.
On May 15, 2011, at 16:08, Mark Iverson zeropo...@charter.net wrote:
I renamed this thread cuz I'd like to hear opinions as to WHY an engineer
succeeded where ALL the scientists
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