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Equivalence Principle in the Kinetic Universe

Author:

Olah, Steve

Category:

Research Papers

Sub-Category:

Gravity

Language:

English

Date Published:

January 30, 2024

File:

/Research Papers-Gravity/Download/9283

Downloads:

308

Keywords:

N/A

Abstract:

According to Wikipedia, the Equivalence Principle [1] is the hypothesis that the observed equivalence of Gravitational and Inertial mass is a consequence of nature. We acknowledge that mass is mass, but our preliminary data indicates that we should investigate some of the details.

Comments

Laszlo Lemhenyi(London, Canada):

I think that there is just mass……that is , just 1 kind of mass!
All other….kinds of mass…..are simply the result of overthinking…the subject!
:)
The same way…..we could define after alll…….electrical mass, magnetic mass ..and so on…..for every single kind of fundamental phenomenon…couldn’t we?

Posted: October 14, 2025 @ 12:16:52 am

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Steve Olah(Laguna Woods, United States):

Yes John, Berenyi's paper is very interesting. Madame Emilie du Chatelet had the right idea. Momentum = m.v is a defined preserved vector property. You can transfer it to another mass along with the kinetic energy, but you can't convert it.
Kinetic Energy = m.v^2/2 is a calculated scalar quantity needed to accelerate the mass to the velocity. Kinetic Energy can be passed on with the momentum, or it can be converted to other forms of energy (potential) Remember, heat is also kinetic energy of atoms and molecules.

Posted: September 26, 2025 @ 2:24:54 pm

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John Roach(Jonesboro, United States):

Mr. S. Olah Could you review a paper by Daniel Berenyi from Hawaii? He posted it in GSJ on February 20, 2013. The Wrong Kinetic Energy. I admit that I am not competent. Kinetic theory goes back to Madame Emilie du Chatelet in the year of 1750. It goes back to the Conservation of Momentum. Isaac Newton proposed F = MV. His opponent (Huygens? Leibniz?) proposed F = MV^2. Chatelet published in favor of F = MV^2. 150 years later, it became E = MC^2. Thanks, Best Regards.

Posted: September 26, 2025 @ 1:34:54 am

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