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Hello all,

I have just published an article that opens the way to Unify Fields. Here it is:

http://www.scirp.org/journal/PaperInformation.aspx?paperID=17700

Below I briefly summarize content of the article.

 

In first chapter (2.1. Schwarzschild Metric and Time Dilation) I show, that while considered locally photons appears to be accelerated according to regular Rindler's transformation. But... when we finish calculations we obtain curved time-space (Schwarzschild metric) with constant light speed equal "c".

 

Conclusion: light locally may be considered as accelerated (!) but instead photon's velocity increase we obtain time-space curvature increase. Tensor based generalization of my equations you may find at proof section.

 

Tensor based generalization of my equations you may find at:

http://www.tp-theory.net/eng/proof-theory.html

(generalization was made by some other physicist who waits for publication, now).

 

In second chapter (2.2. Vector Fields for Minkowski Time-Space) I propose explanation why we get such strange result; why we observe so strong relation between photon's behavior and time-space curvature.

It is proved, there is no aether and time-space is the only medium for light. So, we may expect, there exist some field equations, describing electromagnetic wave as disturbance in time-space structure propagating in the time-space (disturbance in medium propagating in the medium).

 

I derive such vector fields and show that spatial velocity and time flow may be considered as bundled in one d'Alambertian.

 

I realize that all of above sounds unusual, but math few times in history led us to a non-intuitive solutions :-)

 

I appreciate your comments.

Regards

pogono

  • 6 months later...
  • 2 weeks later...
Posted

Hello all,

I have just published an article that opens the way to Unify Fields. Here it is:

http://www.scirp.org/journal/PaperInformation.aspx?paperID=17700

Below I briefly summarize content of the article.

 

In first chapter (2.1. Schwarzschild Metric and Time Dilation) I show, that while considered locally photons appears to be accelerated according to regular Rindler's transformation. But... when we finish calculations we obtain curved time-space (Schwarzschild metric) with constant light speed equal "c".

 

Conclusion: light locally may be considered as accelerated (!) but instead photon's velocity increase we obtain time-space curvature increase. Tensor based generalization of my equations you may find at proof section.

 

Tensor based generalization of my equations you may find at:

http://www.tp-theory.net/eng/proof-theory.html

(generalization was made by some other physicist who waits for publication, now).

 

In second chapter (2.2. Vector Fields for Minkowski Time-Space) I propose explanation why we get such strange result; why we observe so strong relation between photon's behavior and time-space curvature.

It is proved, there is no aether and time-space is the only medium for light. So, we may expect, there exist some field equations, describing electromagnetic wave as disturbance in time-space structure propagating in the time-space (disturbance in medium propagating in the medium).

 

I derive such vector fields and show that spatial velocity and time flow may be considered as bundled in one d'Alambertian.

 

I realize that all of above sounds unusual, but math few times in history led us to a non-intuitive solutions :-)

 

I appreciate your comments.

Regards

pogono

 

 

There is a lot wrong with this...

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