Hi Bob
Classic entangled states are not far off the true SO(4) entangled
magnetic states. The only difference is that we now know that
entanglement is covered by the phase space and thus is not time bound.
The wave nodes do look similar to a scalar wave and the whole entangled
system thus can transport phase bound energy quasi timeless. Quasi,
because we do not yet know whether the dense space metric gives some
limitation. Experiments did show > 64c But the metric would allow (at
best) up to pi^5 *4.
You are right that all you need is to set up a medium with identical
magnetic behavior and connect the states with an ordering impulse. In
SO(4) physics magnetic energies (states) must match (topology + coupling
EM mass) to go into full resonance.
We had just an other LENR experiment that confirmed this!
J.W.
On 17.06.2020 06:51, bobcook39...@hotmail.com wrote:
Jurg and Jones and others—
Jurg makes a good point regarding a strong field trigger for the
reaction. The strong field may be electric or magnetic IMHO.
The allowable energies and positions in of particles described in such
a system by a QM wave function will be changed, and the allowable
combinations of such parameters reduced.
_All_ the various particles that may be involved in the suggested LENR
reaction that have a magnetic moment (dipole, quadrupole, octupole
etc.) will align to some degree with the instanteous magnetic field,
including one associated with a passing photon of a laser beam. If
the photons wave front is large enough and intense enough, many
particles may resonate and exchange spin energy between themselves.
Some of the particles will increase their spin energy (for example.
atoms with an electron structure) and others will decrease their spin
energy (for example, various nuclear structures, properly aligned with
magnetic moments of their constituent particles in phase.
The key to the reaction is having enough electronic states in atoms to
accept a large amount of energy donated by one or more nuclei during
the resonant cycle.
Before the reaction the order of the system is relatively high (low
entropy) and after the reaction the order of the system is reduced
with a resulting increase of entropy.
Order in this example is directly related to the total energy of the
system and its homogeneity in terms of energy/unit volume.
The entropy increase is consistent with the 2^nd Law of
thermodynamics for a reaction of an entangled (coherent) quantum system.
Knowing the stable or quasi stable spin energies of various particles
in a coherent system, including their resonant parameters in an
ambient magnetic field is the job of LENR engineers.
I think Jurg is working on such knowing for simple systems. The
Brookhaven Laboratory in New York keeps a data base for many nuclear
species of the isomeric energy states and respective spin states. I
believe it is available to the public. I will research this question
and try to get a good link to the data base.
Bob Cook
--------------------------------
*From: *Jürg Wyttenbach <mailto:ju...@datamart.ch>
*Sent: *Monday, June 15, 2020 4:21 PM
*To: *vortex-l@eskimo.com <mailto:vortex-l@eskimo.com>
*Subject: *Re: [Vo]:"Burning"hydrogen with argon ?
On 15.06.2020 16:03, Chris Zell wrote:
> I suspect that the Papp engine involves a secret hiding in plain sight.
Papp in fact used a mixture of noble gases like Ag + Kr,Xe- Both are
very efficient in support of LENR reactions. You just need to add little
Deuterium, a rusty Fe2O3 side for the catalytic production of D*and a
mechanism (strong field) , to trigger the reaction.
Unluckily he was very selfish as most others are too in the LENR
business. He took everything with him and now power heaven... But I
think that a reproduction is just a matter of money.
J.W.
--
Jürg Wyttenbach
Bifangstr. 22
8910 Affoltern am Albis
+41 44 760 14 18
+41 79 246 36 06
--
Jürg Wyttenbach
Bifangstr. 22
8910 Affoltern am Albis
+41 44 760 14 18
+41 79 246 36 06
