Note 426(1): New Equations of Motion for m Theory

Note 426(1): New Equations of Motion for m Theory

This notes uses the full power of Euler Lagrange Hamilton dynamics to derive new equations of motion for m theory and for classical dynamics in general. For example the extension of the Evans Eckardt equations in Eqs. (10) and (11) and Eq. (46), a new equation of motion which seems to have been missed hereto. It is tested on the Newtonian and special relativistic levels and found to be correct. These equations can now be applied to m theory, in particular to energy from m space and its spin connection. This energy can become theoretically infinite in m theory. After that, the formalism can be extended to the Hamilton Jacobi level in classical and relativistic physics and also electrodynamics and other subject areas of physics. The relativistic Hamilton Jacobi equation is described in "The Enigmatic Photon" and in the classic books by Landau and Lifshitz.

a426thpapernotes1.pdf

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