The Petal Condensate

The Polariton Bose condensate can store energy. How does this condensate do this? The polariton condensate that does this power storage is called a petal condensate.

Coupled counter-rotating polariton condensates in optically defined annular potentials

http://www.pnas.org/content/111/24/8770

Stable Switching among High-Order Modes in Polariton Condensates

https://arxiv.org/pdf/1602.03024

As power is pumped into the petal condensate the number of petals increases, the frequency of the light that the petals are comprised of increases from red to blue to XUV and then to X-ray. The diameter of the condensate also increases from nano-meters, to millimeters and then to centimeters. At high energy storage levels, the Petal condensate becomes visible to the naked eye. The petal condensate can move around.

The petal condensate is comprised of two counterattacking rings of polaritons. As the energy is pumped into this condensate, the energy is also stored as increasing annular momentum of the rotating rings.

The electric dipole that the petal condensate is entangled with also increases in size.

https://en.wikipedia.org/wiki/Electric_dipole_moment

The diameter of the dipole increases into the millimeters.

The energy storage potential of a petal condensate can get as high as a few GeV.

In the LION reactor meltdown as well as many other LENR experiments, strange radiation is seen. These particle tracks are produced by the energy rich petal condensate as it moves around and absorbs energy using self pumping along it path of travel.

Where does the Bose condensate get the immense power to produce the large scale transmutations seen in the LION meltdown.

The Petal condensate can easily synchronize its base level energy state through the exchange of photons between each condensate member.

The dipole oscillations will tend to form a global condensate of individual condensates as each electric dipole syncs with all the other dipole vibrations.

The global petal condensate will now be able to store vast amounts of power. Each individual member of the global petal condensate brings to the table giga electron volts of stored energy. The global condensate can now command N units of energy storage where N is the number of electric dipoles that are available to the global condensate.

This global condensate can now shunt a huge amount of power to any single member of the aggravate condensate. This process is called superradiance.

https://en.wikipedia.org/wiki/Superradiance

"In quantum optics, superradiance is a phenomenon that occurs when a group of N emitters, such as excited atoms, interact with a common light field. If the wavelength of the light is much greater than the separation of the emitters, then the emitters interact with the light in a collective and coherent fashion.[2] This causes the group to emit light as a high intensity pulse (with rate ∝ N2). This is a surprising result, drastically different from the expected exponential decay (with rate ∝ N) of a group of independent atoms (see spontaneous emission). Superradiance has since been demonstrated in a wide variety of physical and chemical systems, such as quantum dot arrays [3] and J-aggregates.[4] The effect has recently been used to produce a superradiant laser."

In the case of the LENR aggregation, the superradiant emission is magnetic flux lines.

The opposite mechanism also comes into play. When energy is absorbed by any individual member of the aggregation, all the members of the aggregation share equally in that energy. The energy is evenly distributed across the aggregation. This is called super-absorption. This mechanism is how gamma level radiation is down-shifted to heat.

These petal condensates have been seen in LENR reactors.

From the an impossible invention interview with Fabiani discussing his research with Rossi

https://animpossibleinvention.…u-people-wouldnt-believe/

"We have it all filmed, which still cannot be disclosed. We have photographs of creatures that emit pure light that have completely melted the reactor down, all in a very quiet way. You just turn off the stimuli system and the reaction is switched off. It’s impressive."

Also, there are reports that balls of light float around inside the QX reactor. These balls of light change color from ref to yellow to blue based on the strength of the pumping stimulus.

Quote from Gennadiy Tarassenko

Can these forces and form spherical concretions! I observed origin of concretion in rock from a small point to centimeters...

MFMP has seen small balls form in the LION meltdown and in the ECCO reactor fuel. How these balls form is not yet known, but it looks like the LENR active agent emanates from them. When I run across the MFMP video that show these balls, I will post that video.

Quote from H-G Branzell

Pedal condensate?

Foot sweat?

"The energy storage potential of a pedal condensate can get as high as a few GeV."

Axil, can you show us any physical argument that supports this surprising statement?

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The statement is supported by experiment. The energy expended by and this ionizing object as it passes over and exposes a photographic emulsion is proportional to the path length of the exposure. The path-length produced on these emulsions have been measured by multiple researchers and an consistent estimate of their energy content needed to produces these ionizing exposures is in the range of a few GeVs.

Quote from H-G Branzell

Couldn't find any GeV:s here: https://www.ncbi.nlm.nih.gov/pmc/articles/PMC4066502/

Where are they?

You find them in LENR experiments.

Adamenko and Vysotskii use a method of supercompression

of solids with a high-current vacuum tube diode

leading to the apparent transformation of nuclei. In these

experiments, the authors find macro-tracks of what they

term ordered thermo-mechanical impact on the surfaces

of MDS (metal-dielectric-semiconductor comprised of an

Al-SiO2-Si sandwich) targets. They find the tracks created

in the MDS layers as analogous to the Urutskoev

tracks in photographic emulsions.

Total energy required for the formation of the track

was calculated to be ⇡ −10^6GeV/cm. They note that

this is 10^6 higher than the estimate made by Urutskoev,

et.al. After analysis in the context of a magnetic charge,

particle mass is estimated to be ⇡ 10−23g (⇡ 560GeV).

The authors suggest that the particle may fit within the

framework of a magnetic monopole and more specifically

the Lochak monopole.

The particle track shown exhibits either a very largeangle

deflection or the co-termination of two tracks. One

half of the track shows a great deal of smooth curvature

(much of which is parabolic). The very good micrographs

give an unprecedented view of the almost perfectly correlated

periodic structure of each part of the track leading

up to the large-angle deflection. This track is analyzed in

Appendix B and shown to agree in several respects with

our analysis.

At the heart of the LENR reaction: the petal condensate

A wonderful article that explains why the petal condensate forms and remains stable.

Chiral spin separation catalyzes the LENR reaction. Spin based Bosons without charge will separate by handedness into two counter rotating rings.

Odd-petal-number states and persistent flows in spin-orbit-coupled Bose-Einstein condensates

https://phys.org/news/2017-05-…oupled-bose-einstein.html