SciContest! Why can't matter be made of photons?

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Saying "we don't know black holes exist", is like saying "we don't know the climate is changing".

There are a lot of theories based on the assumption they do exist.
 
Right; Vkothii; all of the most successful theories preclude the existence of a photon-only universe.

The reason a black hole would be fatal is that in a photon-only universe mass is nothing more than electromagnetic change. Electromagnetic change can't exist in a singularity. No electromagnetic change; no mass. No mass; no black hole.
 
According to Einstein; who spent about 30 years working on it; the whole theory must be based upon singularity free solutions to partial differential equations describing the electromagnetic field.

Einstein: (Einstein07.html)
Thus it happened that the goal of erecting a pure electromagnetic
field theory of matter remained unattained for the time being,
although in principle no objection could be raised against the
possibility of reaching such a goal. The thing which deterred
one in any further attempt in this direction was the lack of any
systematic method leading to the solution. What appears certain
to me, however, is that, in the foundations of any consistent
field theory, there shall not be, in addition to the concept
of field, any concept concerning particles. The whole theory must
be based solely on partial differential equations and their
singularity-free solutions.
 
Ok Reiku; done :)

Vkothii said:
So when does this theory exit, stage right?
Theories are not fatal to other theories; its like saying "my theory don't agree with your theory so your theory is wrong". Then it is worse when the opposing theory becomes faith based and so prohibits any opposing view.
 
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Oh; I almost forgot; before the thread is locked up:

The reason a massive neutrino might be fatal to a photon-only theory.

I think everybody agrees that a photon-only universe THEORY would have to show a proof that the whole universe can be described with singularity free solutions to partial differentials describing the electromagnetic field. We can show how to do that up to the electron, positron, a shell conctruct for atoms and so on. But that same set of equations has to work for the neutrino.

I don't think anybody has ever figured out how to do that.
 
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A neutrino can be tacyonic based, in which it is a by-product of a previous mass. This can be proven mathematically, which would disclude the neutron as a problem.
 
Reiku said:
A neutrino can be tacyonic based,
We can speculate about a lots of ways to do it. Any of them might be real. But I wouldn't feel comfortable unless the neutrino could fit into the same functions that describe everything else.
I've thought of a spin polarized photon that completes a polarity change within one wave length. It might possibly work.
 
Th neutrino can be an ''addict'' of nature and hence matter itself. We already have types of matter that are their own types of antimatter. Perhaps one kind of matter can be a by-product itself?

I woulde feel free to talk about some of the math i have derived for a Luxon Theory, but i feel this may be out of consideration for Ben.
 
I woulde feel free to talk about some of the math i have derived for a Luxon Theory,
But you are free to do so.

Please do feel free to talk about it, as some of us here know a bit of simple arithmetic (though you may need to take it slowly for we simpletons)
 
Quarkhead; I've seen some of your math :) I'm afraid you don't qualify as a simpleton :) In fact you probably have the capacity to become rich and famous by completing Einstein's Unified Field theory as I have laid out the last two math problems HERE

Relevant Paragraph:
Parts of the problem are already defined. We know the result. An electron is created. This gives us the circumference of the pattern and the electric charge value associated with that amount of curve. The circumference is equal to the wavelength of the electron. The electric charge is equal to the charge of the electron. There should be a way to normalize that charge/curve ratio so that the amount of charge associated with any curve can be calculated.
 
...If you "shoot photon beams" at atoms, where do the beams come from? How do you "make" them? How do gravitational singularities form in a [photon-only] universe?

1) You introduce energy into the photon source (say a light bulb) usually using electricity. The electrons (atoms too) within the source (usually a filament) ABSORB PHOTONS then emit them. Thats where you get your photons. Yoda don't materialize within the spectroscope and "make" them.

2) A singularity is a purely mathematical concept.
 
But you are free to do so.

Please do feel free to talk about it, as some of us here know a bit of simple arithmetic (though you may need to take it slowly for we simpletons)

Thank you for being considerate. I have, in the past, i will admit, just tried to take the cunt out of some equations i gave, simply because of the attitude i recieved in the past. But this was nice... so... here is an excerpt of my work,

Some equation can help us understand inertia, a fundamental property of matter, and a principle of equivalence found in relativity that relates inertia with gravity as both as the same thing. Even though it is one of Einstein’s most controversial principles under scrutiny of validity, we should still remain loyal it is correct.

$$P=Mv$$

Momentum is equal to mass times velocity

$$F=Ma$$

Force equals mass times acceleration


1) That mass equals an inertial system.

2) The greater the mass the less a body accelerates under force.

So the equation $$P=Mv$$ is related to $$F=Ma$$ when describing inertia, because the tendency to keep momentum is drastically resistant with the mass of the body. So inertia turns out to be a resistance of an object moving through spacetime, or simply in one dimension.

So, according to relativity, it’s the geometry of spacetime that is inertia, as even distortions are predicted from such geometry. So inertia is caused by the acceleration of an object moving below $$c$$, and has a rest mass.

All indication seem to be pointing to the conclusion that the gravitational mass is somehow the same thing as inertial mass itself. Einstein himself began his general relativity by stating that gravitational mass was not only the same as inertial mass, but in his special theories, he also linked that inertial mass was closely related to relativistic mass.

But since gravitational mass has a rest mass, whilst relativistic mass does not, there is the question of inertia properly applying to both types of fluctuations. It would seem that there is an innate property consistent with gravitational mass and inertia, than there really is of inertia and relativistic mass. The notion that mass has a resistance when moving through spacetime, whilst the relativistic material objects have no resistance at all i.e. a photon, or a gluon.

Relativistic Mass

… Is really just a measure of change in energy; and relativistic mass governs all systems. This is a major principle that even systems of pointlike particles have in them energy, like photon energy. Luxon Theory is the observed phenomena that all particles of mass are but forms of trapped light. The theory is universally-accepted as being correct, since we have observed particles and their antipartners reducing each other back to pure photon energy.

The fact the photon is an electromagnetic fluctuation, it must be assumed there is some kind of mechanism for a photon to transmutate into matter, for matter to return back to their original states; again, electromagnetic fluctuations of gamma energy.

Mathematically, the problem right now is how a photon can even flux into a particle with rest mass, since the math describing a photon is very different to lets say, an electron. Despite this, we have observed light creating matter in particle accelerators. The first proof of this was observed by scientists in September 1997. Since then we have comfortably accepted all matter are different forms of ‘’trapped light.’’

Photon has an energy $$E=hf$$, and so does mass itself, $$E=Mc^{2}$$. So a mechanism begs to be answered. A photon can have momentum and this is related to energy and mass as $$E^{2} = M^{2}c^{4} + p^{2}c^{2}$$, but the mass in this equation is still zero for a photon though $$E = pc$$. So, since we know there is a limited particle model, with right now about 410 known particles on the standard model, there must be a finite limit for the photon to flux into a specific type of particle, which follows the specific quantum action of particle decay.

A previous state of a particle before decay, let’s a say a neutron into a proton, electron, ... In $$\beta$$+ decay, as found in a Feynman diagram, follows this exact process because of the initial state of decay: A neutron. The energy contained in a particle contains a quantum memory of their previous states, because in any particle fluctuation, we must begin to talk about ‘’the photon changing the flux into a new state of matter, rather than dealing with both particles as separate.

The reason why we must assume this, is because the anti-state gives a solution for the matter to return into their original states of photons. The functions involved here seems intriguing enough to presume it is all linked to the actual production of mass itself, and is the same as Inertia.

An Electromagnetic Coupling with Gravitational Force

The fundamental gravitational effect on the Coulomb Self-Energy of a system, like a point charge has been calculated in many modern theories, where the total mass of the system in question takes form quite large; infinite to be exact, and it indicates that it depends only on the charge itself, and no so much the mass itself.

In a specific non-Higgs model, there is even suggestion that this could be an acceptable mechanism for a particle to acquire mass, by saying an electromagnetic phenom is acting on the ‘’innate’’ property of the particle, and only can do so when it possess non-gravitational interactions from quite possibly the zero-point vacuum.

The first appearance of this theory came from Andrei D. Sakharov suggested as much in 1968, an idea which was addressed 20 years later by Puthoff.

The implication here must be assumable that energy provided to the system can also flux and sustain the property of a particle with rest mass, with a non-zero range. But to this, I also add that even the generation of mass must also include a type of gravitational-electric-magneto coupling. This may be the mechanism and cause for inertia in general.

The electromagnetic fluctuation of the zero-point field could act on the charge of the particle as an innate property. As also explained, I mention that there need to be a finite number of fluctuations it can create. The wavelength of the photon may be a useful determining factor of the mass-flux process itself v = fλ. There are already exists a gravitational and electromagnetic coupling.

There is an indication that there might be a relation between charge and mass when concerning the Luxon Theory state of transmutation into rest mass. Photons don’t even interact with each other, but some extent must do, because for photons to turn into matter, it needs the interaction of other photons. Whilst this remains a strange phenomena, we can say a few things for sure, when you take into account the initial state of a photon, before it changes into a particle with rest mass:

$$ \delta (\gamma \gamma \rightarrow \gamma \gamma) delta$$

$$E^{1}=W/c^{2}$$

Where a change in initial energy gives rise to a mass, where the increase is found by W/c2. The invariant mass of a system is found after the change $$\gamma E1$$, but when it can be measured, can be seen from any mechanics, with energy and mass. Naturally, we can now talk about when the system has a non-zero kinetic energy when $$\gamma > 1$$;

$$K= \int_{\gamma < 1} dW=m^{0}c^{2} \int_{\gamma = 1}=1/2m^{0}v^{2}$$

Since photon scattering is assumed as a mechanism for rest mass creation, we must assume there is a very high energy, and a final, or even a total energy.

$$ \gamma mc^{2}=mc^{2} + K$$

Is the total energy of the system, and the kinetic energy of the system will contribute to the rest mass. Only when 2 m0c2 does it take into account particle antiparticle production.

And as I have explained before, the prior state of the photon may very well have an influence on the type of particle it coheres into, and wave length now played a part:

$$\Delta f \lambda=t^{2}S^{f}-t^{1}S^{0}$$

The mechanism is seen as a change in the state of energy, from an initial state of energy DE1 to a final state of DM2 in a time of 0<t<r/c, which is equal to the integral over a change in charge times a change in frequency. The net force is found as;

$$F^{net}=t^{2}+t^{1}$$

The net force will give rise to what I call, a gravitational decoherence, and since I relate the wave length being directly responsible with the type of mass that it inexorably fluxes into, then the coherence equation would be given as:

$$Mg \Delta \lambda / \lambda^{2} ~1$$

And to calculate it’s amplitude, we would use the normal amplitude equation:

$$ P \epsilon = \int \epsilon |\psi (x)|dx$$

Where a $$\Delta t= \delta^{c}$$. The probability of the energy fluxing into mass can be found as an integral:

$$P^{12}= \int t^{1}(S^{0}) t^{2}(S^{0})=|(\Delta S^{0})t>,|\Delta S^{f})t*>$$
 
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The only equation here that is not mine, is the amplitude equation. It is found in any standard model.
 
The only equation here that is not mine, is the amplitude equation. It is found in any standard model.
Which would explain why most of them aren't even coherent or correct.

Can you explain how your last expression goes from a scalar on the left hand side to a tensor product of ket states on the right hand size? It's like saying $$5+(a,b,c) = \left( \begin{array}{cc} A & B \\ C & D \end{array} \right)$$, which is nonsense.

But if you can explain it, please do.
 
It can be found as a probabilistic equation to find any state. I refer you AN to Dr Cramers Transactional Interpretation.

The scalar and the tensor are thus related to such a condition, but only by such a condition.
 
Mike Honcho said:
1) You introduce energy into the photon source (say a light bulb) usually using electricity. The electrons (atoms too) within the source (usually a filament) ABSORB PHOTONS then emit them. Thats where you get your photons. Yoda don't materialize within the spectroscope and "make" them.

2) A singularity is a purely mathematical concept.
1) Electricity is not photons; where do electrons ABSORB PHOTONS from, how does electricity make atoms or electrons do this?
2) You happen to be living on a singularity in a gravitational field, called a planet.
 
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