Minkowski Space-Time Metric: Exploring Electromagnetism's Alternative

In summary: If someone could point me in the right direction, I would appreciate it.In summary, the theory behind electromagnetism based on the Minkowski space-time metric is met with skepticism by some members of the physics community. However, the inconsistencies created by wave-particle duality are removed, the entanglement of spatially remote objects can be explained, and the integrity of special relativity is maintained.
  • #1
UglyDuckling
39
0
Electromagnetism being mediated by space-time rather than particles or waves is based on the validity of the Minkowski space-time metric.

Energy held by a quantum object A at an event 1 can jump to a quantum object B at an event 2 provided the proper interval separating the two events has zero magnitude.

This proposition has been dismissed and even held to ridicule by members of of physics forum.

To simple soul the theory seems to provide a self-consistent description of electromagnetism.

The inconsistencies created by wave-particle duality are removed. The entanglement of spatially remote objects can be explained and the abrubt changes in the eigen values of wavefunctions become understandable.

And the integrity of special relativity is maintained.

So what exactly is the flaw?
 
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  • #2
UglyDuckling said:
Electromagnetism being mediated by space-time rather than particles or waves is based on the validity of the Minkowski space-time metric.

Energy held by a quantum object A at an event 1 can jump to a quantum object B at an event 2 provided the proper interval separating the two events has zero magnitude.

This proposition has been dismissed and even held to ridicule by members of of physics forum.

To simple soul the theory seems to provide a self-consistent description of electromagnetism.

The inconsistencies created by wave-particle duality are removed. The entanglement of spatially remote objects can be explained and the abrubt changes in the eigen values of wavefunctions become understandable.

And the integrity of special relativity is maintained.

So what exactly is the flaw?
Unfortunately not in a position to answer but everybody here on these forums will understand that I could have been the author of this question. Any discussion and commentary is wellcome. If difficulties are coming from our different languages I think it is possible to find a middle way.
Concerning the flaw, I can only suppose that taking the metric as medium is a little bit re-introducing the question about the aether... (heresy). Now if one takes the notion of geometro-dynamics introduced by the general relativity itself, it seems difficult to refuse that the metric is something totally rigid. And if the metric can change, for example oscillate around a middle configuration that could be the Minkowski one, then...
 
  • #3
Now if one takes the notion of geometro-dynamics introduced by the general relativity itself, it seems difficult to refuse THE PRINCIPLE that the metric is NOT something totally rigid. And if the metric can change, for example oscillate around a middle configuration that could be the Minkowski one, then... then one could imagine that a wave or a particle is this small perturbation of the metric which is propagating. Where is the flaw?
 
  • #4
UglyDuckling said:
The inconsistencies created by wave-particle duality are removed.

what kind of inconsistencies?
 
  • #5
UglyDuckling said:
Energy held by a quantum object A at an event 1 can jump to a quantum object B at an event 2 provided the proper interval separating the two events has zero magnitude.

I note that present discussion has made a funny realistic jump... (smile) I am personally not informed about reactions concerning your ideas. The description that you try to do is not so easy: [event 1 (an object A at place P at time t) event 2 (another object B at another place P + dP at same time t)] and they are exchanging for example a virtual photon... is not the same thing than: [event 1 (an object A at place P at time t) becomes event 2 (the same object eventually at the same place and at time t + dt because it became older)]*. Thus one have to give quite more precision in the description of what happens to be able to discusss.

A part of my own investigations is to try to describe the second situation[]* when event 1 and 2 are connected by the fact that the metric has changed in between.
 
  • #6
Blackforest said:
Now if one takes the notion of geometro-dynamics introduced by the general relativity itself, it seems difficult to refuse THE PRINCIPLE that the metric is NOT something totally rigid. And if the metric can change, for example oscillate around a middle configuration that could be the Minkowski one, then... then one could imagine that a wave or a particle is this small perturbation of the metric which is propagating. Where is the flaw?

A small oscillation in the metric can be identified with a "gravity wave". This can be further identified with a particle. One of the issues with talking about gravity as being due to a particle is that the resulting quantum theory isn't renormalizible. Nowadays, this is apparently not seen as a major obstacle, one simply talks about an "effective field theory" that's valid at low energies, but not valid at high energies. Somewhere around her is another thread where Chronos pointed this out to me via quoting a rather good paper (which I only skimmed). If you look around you'll probably be able to find the appropriate thread and the original paper.

The problem with the Original Posgter's (OP's) proposals from my standpoint are twofold:

1) It's really rather vague, it's not clear at all what he's talking about.

2) More importantly, it has the "we had to destroy the village in order to save it" flavor of doublespeak. Specifically, if one is getting rid of the Minkowski metric, how is one "saving" special relativity? This doesn't make much sense. The motivations which impel the original poster to abandon the Minkowski metric also remain rather obscure. It's not like he is proposing there is any experimental evidence that the Minkowski is wrong, rather it appears that he doesn't like it for some sort of vague philosophical reason.

Philosophical reasons, though, are not a good enough motivation for abandoning a theory - unless they can be tested. And if this idea can be tested, where is the test.
 
Last edited:
  • #7
pervect said:
A small oscillation in the metric can be identified with a "gravity wave". This can be further identified with a particle. One of the issues with talking about gravity as being due to a particle is that the resulting quantum theory isn't renormalizible. Nowadays, this is apparently not seen as a major obstacle, one simply talks about an "effective field theory" that's valid at low energies, but not valid at high energies. Somewhere around her is another thread where Chronos pointed this out to me via quoting a rather good paper (which I only skimmed). If you look around you'll probably be able to find the appropriate thread and the original paper.
Thanks very much for the help. I shall try to find these good papers around here.

pervect said:
The problem with the Original Posgter's (OP's) proposals from my standpoint are twofold:

1) It's really rather vague, it's not clear at all what he's talking about.

2) More importantly, it has the "we had to destroy the village in order to save it" flavor of doublespeak. Specifically, if one is getting rid of the Minkowski metric, how is one "saving" special relativity? This doesn't make much sense. The motivations which impel the original poster to abandon the Minkowski metric also remain rather obscure. It's not like he is proposing there is any experimental evidence that the Minkowski is wrong, rather it appears that he doesn't like it for some sort of vague philosophical reason.

Philosophical reasons, though, are not a good enough motivation for abandoning a theory - unless they can be tested. And if this idea can be tested, where is the test.
I see that you have a very difficult job to do here if you want to maintain quality and freedom on the forums. I was always a little bit surprised by the agressivity that sometimes appears between people loving physics; as a naive amateur who is not getting his money from, I can not understand why people with the same passion are fighting together... Na ja so it is and one cannot change human people; I am also not perfect.

On another point of view, philosophical reasons are sometimes a good motivation too to develop wonderfull new ideas even if these ideas look totally crazzy at the beginning (I think to the Feynman's pathes, to the quest of Hawking (is it him?) srutenizing the birth of -virtual- particles in vacuum,...).

And so is also my own and modest contribution to physics... wondering the infinity of spaces full of... vacuum, trying to cath the connections between the events, believing that not so much is left to the hasard but that we are to stupid to understand it... (sorry for this personal romantism but it's sunday and the sun shines)

Thanks again for help. Best regards
 
  • #8
pervect said:
A small oscillation in the metric can be identified with a "gravity wave". This can be further identified with a particle. One of the issues with talking about gravity as being due to a particle is that the resulting quantum theory isn't renormalizible. Nowadays, this is apparently not seen as a major obstacle, one simply talks about an "effective field theory" that's valid at low energies, but not valid at high energies. Somewhere around her is another thread where Chronos pointed this out to me via quoting a rather good paper (which I only skimmed). If you look around you'll probably be able to find the appropriate thread and the original paper.
Coming back now to physics itself. And specialy to Quantum Gravity that is finally the central point here. As I can read in Steven Carlip's fantastic book (QT in 2 + 1 dimensions; Cambridge monographs) we are actually in front of about 15 or more different approaches concerning the subject... Is it correct to say that the ADM approach is in someway the common start point of all these theories? Start point on which all other developments are built I mean.

Other question (If you give me the permission): In the Theory of Spinors (E. Cartan) it is said but not really good explained how and why that one can associate a matrix to a vector; could you please indicate me other references where the deep reason on the manner to do the connection between both (given vector associated matrix) is more clearly explained? I understand that it is connected with the local fundamental form (no problem)... but how do you make the choice of the repartition of the components inside the matrix? I think that if you read the last development of my investigations you will underestand the reason of my question.

Thanks
 
  • #9
Blackforest said:
I think that if you read the last developments of my investigations you will understand the reason of my question.

Thanks

Here the last development
 

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  • #10
misogynisticfeminist said:
what kind of inconsistencies?

Essentially there are two differences between these two: 1) A particle is localized in space whereas a wave is not. 2) Particles don't interfere. Waves do.

UD
 
  • #11
Blackforest said:
I note that present discussion has made a funny realistic jump... (smile) I am personally not informed about reactions concerning your ideas. The description that you try to do is not so easy: [event 1 (an object A at place P at time t) event 2 (another object B at another place P + dP at same time t)] and they are exchanging for example a virtual photon... is not the same thing than: [event 1 (an object A at place P at time t) becomes event 2 (the same object eventually at the same place and at time t + dt because it became older)]*. Thus one have to give quite more precision in the description of what happens to be able to discusss.

A part of my own investigations is to try to describe the second situation[]* when event 1 and 2 are connected by the fact that the metric has changed in between.


The metric is not required to changefor a direct link to be established berween Spatially remote events. Just that the proper interval should have zero magnitude.

You can visit electrodynamics-of-special-relativity.com for a detailed explanation of this connectivity
 
  • #12
pervect said:
A small oscillation in the metric can be identified with a "gravity wave". This can be further identified with a particle. One of the issues with talking about gravity as being due to a particle is that the resulting quantum theory isn't renormalizible. Nowadays, this is apparently not seen as a major obstacle, one simply talks about an "effective field theory" that's valid at low energies, but not valid at high energies. Somewhere around her is another thread where Chronos pointed this out to me via quoting a rather good paper (which I only skimmed). If you look around you'll probably be able to find the appropriate thread and the original paper.

The problem with the Original Posgter's (OP's) proposals from my standpoint are twofold:

1) It's really rather vague, it's not clear at all what he's talking about.

2) More importantly, it has the "we had to destroy the village in order to save it" flavor of doublespeak. Specifically, if one is getting rid of the Minkowski metric, how is one "saving" special relativity? This doesn't make much sense. The motivations which impel the original poster to abandon the Minkowski metric also remain rather obscure. It's not like he is proposing there is any experimental evidence that the Minkowski is wrong, rather it appears that he doesn't like it for some sort of vague philosophical reason.

Philosophical reasons, though, are not a good enough motivation for abandoning a theory - unless they can be tested. And if this idea can be tested, where is the test.

I'm not proposing to get rid of the Minkowski metric; on the contrary I 'm suggesting that space-time characterised by such a metric does not require waves or particles to mediate the electromagnetic force. The structure of space-time alone provides the mechaniism of propagation.

for a fuller explanation you can visit electrodynamics-of-special-relativity.com.
 

1. What is Minkowski space-time metric?

Minkowski space-time metric is a mathematical framework developed by Hermann Minkowski that describes the geometric properties of space and time in the theory of special relativity. It combines three dimensions of space and one dimension of time into a four-dimensional continuum known as space-time.

2. How does Minkowski space-time metric differ from traditional space-time?

Minkowski space-time metric differs from traditional space-time in that it incorporates the concept of time as a fourth dimension, rather than treating it as a separate entity. This allows for a unified understanding of the relationship between space and time and enables the mathematical description of phenomena such as time dilation and length contraction.

3. What role does Minkowski space-time metric play in electromagnetism?

Minkowski space-time metric is used to describe the behavior of electromagnetic fields and their interactions with charged particles. It provides a mathematical framework for understanding the effects of electric and magnetic fields in relation to space and time.

4. How does Minkowski space-time metric support the theory of relativity?

Minkowski space-time metric is a fundamental component of the theory of special relativity, which states that the laws of physics are the same for all observers in uniform motion. The metric allows for the consistent description of space and time in different reference frames, which is essential for the principles of relativity.

5. Can Minkowski space-time metric be applied to other areas of physics?

Yes, Minkowski space-time metric has been applied to other areas of physics, such as quantum mechanics and general relativity. It provides a powerful mathematical tool for understanding the relationships between space, time, and physical phenomena in various fields of study.

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