Gravity never zero

This is not my math . Its all Einstein's Equation . I am just following conservation principle as per Einstein's Equation . If you know the mass of a particle and energy of a photon ; number of photons generated from the mass can be calculated .

 

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As I explained, it's not the case that positron+electron = 2 photons every time. The likelihood of \(e^{-}+e^{+} \to n \gamma\) can be computed using quantum electrodynamic scattering processes, specifically calculating lots of Feynman diagrams.

 

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what words would I need to put into a Google search to find out about this?
Do you have a reference at all?

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QED is pretty much Greek to me but you could try this PAGE 6 shows a Feynman diagram of what I think Alpha was talking about.

It showed up on the following Google search, "positron electron annihilation qed".

 

There is the case of an electron interacting with a positron resulting in two gamma rays, but positrons are rare being an antimatter particle.
In the usual situation an electron is associated with a group of neutrons and protons and as it settles in with these it gives off photons of very specific wavelengths. It seldom falls into the nucleus giving up all of it energy.
Even when it does the proton that turns to a neutron would have gained mass. (I don't know too much about this but will look it up soon.)

I have never heard of unravelling an electron all the way down to nothing.
For that is what your equation seems to be suggesting to me. To keep on stripping the electron of its mass you would need to keep putting it nearer the largest possible nucleus. What is the heaviest atom possible? Do they draw the electron into the nucleus and become unstable?

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Has the heaviest element been found?
http://www.newscientist.com/article/dn13828-has-the-heaviest-element-been-found.html

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Electron capture.
http://en.wikipedia.org/wiki/Electron_capture

 

Suppose in an interaction of particles some amount of mass (m) generates many types of photons . Then from Einstein's Equation it can be said that ,

E(m) = n1*E(p1) + n2*E(p2) + n3*E(p3) + ..... ; where p1 , p2 , p3 are different types of photons with energy E(p1),E(p2),E(p3) and n1, n2, n3 are there respective numbers . E(m) is the energy of the mass m .

Thus energy of mass(or inertia) can be conserved with energy of different types of photons .

 

What you want to conclude from your above two postings ?

Why you are interested with heaviest element or electron-capture ?

For any interaction of particles , energy will be conserved . Einstein's Equation is very useful for conservation of energy , specially for mass(or inertia) to energy(or photon particle) conversion .

I think perhaps quantum-gravity also can be calculated from Einstein's Equation .

 

I was just wondering if that was the limit to the size of a molecule? If the nucleus gets too big the electron crashes into it, and the Neutron number goes up and makes the nucleus unstable and hence radioactive?

 

...meaning there would be emission of photons .

 

Whoa there partner, that ain't even close!

Electrons don't crash into the nucleus (at least not 99.999999999999999% of the time). One reason is that if the orbital starts to become compressed then the position will become more definite which will make the momentum becomes less definite (uncertainty principle). Overall the KE increase more which tends to move the electron farther from the nucleus, until it reaches a happy medium. This makes sense because the electron can only have certain orbitals it can occupy.

For me a simplistic way to look at the maximum size of the nucleus is to realize that the strong force is short range and the electical repulsion is long range. The (long range) electrical repulsion of the protons adds together and overcomes the attraction of the (short range) strong force. The more protons the larger the repulsion inside the nucleus. That is sufficient for the big picture, it will not however explain things like the difference in the half-life between different isotopes of Plutonium.

 

I don't like the use of the Uncertainty Principle though. I'm sure the uncertainty is ours and not the electron's.

 

Strangly enough it is the electron's, it is not just some measurement issue.

It is rather dangeours to your understanding to pick and choose which bedrocks of our understanding of physics you choose to believe!

 

The Uncertainty Principle is a measurement issue to me.

 

From Wiki

In quantum mechanics, the Heisenberg uncertainty principle states a fundamental limit on the accuracy with which certain pairs of physical properties of a particle, such as position and momentum, can be simultaneously known. In layman's terms, the more precisely one property is measured, the less precisely the other can be controlled, determined, or known.​

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Sounds a lot like a measurement issue, to me.

It would be arrogant for "us" to assume that any limitation(s) we experience in understanding and/or measuring the world, let alone properties of subatomic particles, are the fault of the world or particle, rather than the product of "our" own limitation(s).

 

No refinement of measuring devices can overcome the uncertainty relation. Measurement issues reside in the measuring device, not the phenomenon measured. The precision cannot be improved because the limit is inherent to the phenomena, not the tools.

 

Would you be able to find an article on the web thsat support that argument, please?

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"The uncertainty principle states a fundamental property of quantum systems, and is not a statement about the observational success of current technology." -wiki​

 

Syne, there is no way to separate, the limitations of observation and measurement, from any conclusion about the world we make.

Our best theories, remain theories — based on those very limitations. Even then they are no more than our best attempts to describe what we observe and how we have come to understand those observations.

As I said earlier, to attempt to project our limitations on the world is arrogant.

The fact that we cannot know simultaneously everything about a particle, with certainty, does not mean that there is no simutaneous certainty, just beyond the limits of our ability....

What we know of the world, the universe and the fundamental quantum nature of matter, is not what defines the world, the universe and matter. It is what defines the limits of our understanding.

The uncertainty principle is a definition of the limits of what we can know, simultaneously with certainty, not a final description of that which we seek to describe. The limits — our limitations change over and with time... They always have and I am fairly certain that will not change soon. There remains too much we cannot yet explain, to believe we know most of what we think we know, with any real certainty.