QM system being considered. The Pd system may be
less complex.
Bob
- Original Message -
From: "Jones Beene"
To:
Sent: Sunday, February 09, 2014 8:53 AM
Subject: RE: [Vo]:More Magnetic Coupling Thoughts
From: Bob Cook
* Ni is a ferro magnetic metal which can retain an
Here are some pictures of the process of vortex formation
http://www.nature.com/nnano/journal/v8/n5/full/nnano.2013.69.html
On Sun, Feb 9, 2014 at 1:10 PM, Axil Axil wrote:
>
> http://ediss.sub.uni-hamburg.de/volltexte/2009/4133/pdf/Andre_Diss-00_Main_final.pdf
>
> When the temperature of ma
http://ediss.sub.uni-hamburg.de/volltexte/2009/4133/pdf/Andre_Diss-00_Main_final.pdf
When the temperature of magnetic metals gets above the Curie temperature,
their magnetic nature changes in state to the formation of magnetic vortex
nano-domains.
On Sun, Feb 9, 2014 at 1:06 PM, Jones Beene w
Yes, there is a limit in the case of atoms (without getting into nuclear
magnetics). In a number of papers, Dennis Letts recognized the possibility
that the internal magnetic field for hydrogen, in particular - would be much
stronger than an external field which could align it - on the order
This thought is sort of absurd.
The magnetic field only increases with inverse square law when you are well
OUTSIDE all of the sources and they can be considered an equivalent far
point source. Just like the Earth's gravity doesn't become infinite as you
approach the Earth's center of mass. As y
From: Bob Cook
* Ni is a ferro magnetic metal which can retain an alignment of the
electrons so as to create a permanent magnet and B field after the
elimination of an external field. Pd which is paramagnetic loses its
internal B field when an external magn
Axil
To: vortex-l
Sent: Saturday, February 08, 2014 9:31 PM
Subject: Re: [Vo]:More Magnetic Coupling Thoughts
There is no limit on the strength of a magnetic field.
From the inverse square law, how strong can a magnetic field be at one
nanometer on the walls of a nano-cavity, when
There is no limit on the strength of a magnetic field.
>From the inverse square law, how strong can a magnetic field be at one
nanometer on the walls of a nano-cavity, when it is detected at 18cm to be
1.6 tesla? It is at least atomic level (10^5 tesla) or on the high end
about 10^12 to 10^16 te
Looking deeper into the magnetic coupled positive feedback LENR reaction, I
have a few ideas to pass along. I understand that a magnetic field has
essentially unlimited access to the atomic structure. By this I mean that a
large, static external field can penetrate through the electron cloud
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