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The Planck and Einstein equations E = h * nu and E = m * c^2 suggest h * nu = m* c^2 (editing stage at this time). The author would appreciate help in getting this published on Wikipedia.

It is not possible to correctly understand the gravity of the situation on planet Earth without taking the relationship between the energy of light and the energy of mass. Yet it is reasonable to write an equation 'm * c^2 = h * nu', derived from E = m * c^2 and E = h * nu. There are a few subtle intricacies. The energy of light is not obviously connected with the energy of mass because light and mass are so different themselves. However, each has an interpretation of energy. The suggestion emerges, h * nu = m * c^2.

Next, “parse” that equation into its forms. For instance, by itself, h * nu = m * c^2 becomes h = m * c^2 / nu...

The whole list becomes, then, h * nu = m * c^2

h = m * c^2 / nu

nu = m * c^2 / h

m * c^2 = h * nu

m = h * nu / c^2

c^2 = h * nu / m

c^4 = h^2 * nu^2 / m^2.

Because mass is squared, it becomes necessary to introduce the square of the speed of light, c^4. This will be important in handling the Earth-Moon and other orbiting systems. These are sometimes easier to comprehend with spaced characters:

h * nu = m * c^2,

h = m * c^2 / nu,

nu = m * c^2 / h,

m * c^2 = h * nu,

m = h * nu / c^2,

c^2 = h * nu / m,

c^4 = h^2 * nu^2 / m^2.

The above set of equations is rich in its implications. It seems, for instance, to suggest a limit to the extent to which natural flora and fauna will use the relativity equations. That is why metabolism limits relativistic heating to the heat of formation of molecules, and cannot sustain the actual conversion of protons or electrons into energy.

One of the purposes of this development is to approach the coordination of the dimensions of gravity with these equations for energy.

Reference: "The Cambridge Handbook of Physics Formulas" by Graham Woan, Cambridge University Press, @2000 ISBN 0-521-57507-9

The author would appreciate help in getting this published on Wikipedia. Michael Lewis (talk) 01:03, 29 October 2020 (UTC)Michael Lewis (talk) 01:17, 29 October 2020 (UTC)

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