Posted on **06/03/2013 1:44:54 PM PDT** by **Kevmo **

http://arxiv.org/pdf/1202.4827v1.pdf

*Two coupled Jaynes-Cummings cells*

We develop a theoretical framework to evaluate the energy spectrum,

stationary states, and dielectric susceptibility of two Jaynes-Cummings

systems coupled together by the overlap of their respective longitudinal

field modes, and *we solve and characterize the combined system for the

case that the two atoms and two cavities share a single quantum of energy.

*

INTRODUCTION

The Jaynes-Cummings (JC) system1, 2 comprises a two-level atom (2LA) coupled to a single optical resonator mode.

Although Jaynes and Cummings emphasized the robustness of the semiclassical description as compared to the fully

quantum model, manifestations of quantum field effects are now ubiquitous3–7 leading to optimism that JC systems will

soon be coupled together in one- or more-dimensional lattices8 thereby yielding novel condensed-matter phenomena.9–12

The first step to achieving coupled JC systems is to create and study a double-JC (DJC) system.

We develop a theoretical framework for the DJC system by calculating its stationary states, energy spectrum and dielectric

susceptibility, and we show that this quadripartite system comprising two atoms and two field modes has fascinating

features. The system is effectively characterized by two independent parameters: g for the coupling rate between the

resonator and the single atom and κ for the coherent photon hopping rate between the two resonators and proportional to

the overlap of the two resonator field modes. By varying g and κ, quite different features emerge from the DJC system.

Although we are interested in general properties of this system, our focus here is specifically on the case that the the DJC

system shares precisely one quantum of energy.

CONCLUSIONS

We have constructed a framework for calculating the energy spectrum, stationary states, and dielectric susceptibility of

two Jaynes-Cummings systems coupled together by the overlap of their respective longitudinal field modes and solved it

for ν = 0 and ν = 1 excitations of the system, which can be understood in terms of four coupled qubits. For weak coupling,

the pair of systems is similar to a single Jaynes-Cummings system undergoing an AC Stark effect, and for strong coupling

the behavior is similar to two coupled harmonic oscillators. For moderate coupling strengths, the pair of atoms and the

pair of field modes can be highly entangled states, and, where the spectrum exhibits avoided crossings as a function of the

detuning, the atoms and fields are found in maximally entangled four-qubitW-like states. We also show the susceptibility

and the absorption of the system that explore the entangled features of the system.

--------------------------------------------------------------------------------------------------------------------

Article on Vortex-L:

http://www.mail-archive.com/vortex-l@eskimo.com/msg82306.html

Here is how two entangled particles share a single quantum of energy

You will notice that the each particle gets a part of the FREQUENCY of the

quantum based on the coupling constant.

See figures 3 and 4.

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The atoms in a Bose-Einstein condensate follow the Jaynes-Cummings model.

http://en.wikipedia.org/wiki/Jaynes%E2%80%93Cummings_model

Jaynes–Cummings model

More to the point, when a Ni/H system get going after state up, the systems

becomes totally entangled.

This type of system is described by the Jaynes–Cummings–Hubbard model

http://en.wikipedia.org/wiki/Jaynes%E2%80%93Cummings%E2%80%93Hubbard_model

Drawing a connection between the Ni/H reactor and a Bose-Einstein

condensate as follows:

http://www.ncbi.nlm.nih.gov/pubmed/20208523

In spite of their different natures, light and matter can be unified under

the strong-coupling regime, yielding superpositions of the two, referred to

as dressed states or polaritons. After initially being demonstrated in bulk

semiconductors and atomic systems, strong-coupling phenomena have been

recently realized in solid-state optical microcavities. Strong coupling is

an essential ingredient in the physics spanning from many-body quantum

coherence phenomena, such as Bose-Einstein condensation and superfluidity,

to cavity quantum electrodynamics. Within cavity quantum electrodynamics,

the Jaynes-Cummings model describes the interaction of a single fermionic

two-level system with a single bosonic photon mode. For a photon number

larger than one, known as quantum strong coupling, a significant

anharmonicity is predicted for the ladder-like spectrum of dressed states.

For optical transitions in semiconductor nanostructures, first signatures

of the quantum strong coupling were recently reported. Here we use advanced

coherent nonlinear spectroscopy to explore a strongly coupled

exciton-cavity system. We measure and simulate its four-wave mixing

response, granting direct access to the coherent dynamics of the first and

second rungs of the Jaynes-Cummings ladder. The agreement of the rich

experimental evidence with the predictions of the Jaynes-Cummings model is

proof of the quantum strong-coupling regime in the investigated solid-state

system.

This says to me that the Ni/H system obeys the same rules as the BEC.

I showed you that in such a Jaynes-Cummings system, the atoms share the

frequency of a quantum as defined by a coupling constant.

This how the FREQUENCY of a gamma ray quantum is shared(chopped up) between

all the ensemble members of the NI/H system.

http://www.mail-archive.com/vortex-l@eskimo.com/msg82306.html

http://arxiv.org/pdf/1202.4827v1.pdf

To: **dangerdoc; citizen; Liberty1970; Red Badger; Wonder Warthog; PA Engineer; glock rocks; free_life; ..**

The Cold Fusion/LENR Ping List

http://www.freerepublic.com/tag/coldfusion/index?tab=articles

http://www.mail-archive.com/vortex- href=”mailto:l@eskimo.com”>l@eskimo.com/msg82306.html

http://arxiv.org/pdf/1202.4827v1.pdf

2
posted on **06/03/2013 1:45:52 PM PDT**
by Kevmo
("A person's a person, no matter how small" ~Horton Hears a Who)

To: **Kevmo**

If we could figure out a way to destabilize matter to allow it to decay by altering the weak nuclear force we could turn matter directly into energy....

To: **GraceG**

Interesting thought. There was a post recently that had an experiment that caused the Bose-Einsten condensenate to happen at higher temperatures because of the shape of the containg cavity. I was wondering if anyone had achieved the Bose Nova effect using that procedure and Lithium atoms.

But then I also wonder if Hawkings has said that micro black holes evaporate in a flare of energy , couldn’t an advanced race inject matter at the same rate it is evaporating and convert matter to energy. Might be tricky.

To: **techcor**

If one could create an anti-gravitiational field you may be able to generate an artificial singularity that you could inject matter into at the same rate it is spewing out hawking radiation....

You would have to focus the anti-grav beam the same way they focus magnetic fields in hot fusion containment...

Not sure how efficient it would be...

Maybe if you used an electrolytically confined system of a Bose Einstein condensate and inject small globs of Bose Einstein condensate to “feed” it....

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