Newton’s (1/m) Catastrophe: Newton’s 2^nd Law of Nature is Fatally Wrong, But Fixable

A century of work focused on (1/m) as variable mass increases become zero. For example, the photon should travel at infinity speed with zero mass. This poster follows the logic that an inverse must coordinate, as in a₁a₂=K. That is as one object slows the zero, by Newton’s (1/m) catastrophe, the corresponding object must accelerate to infinity!

The challenge is similar to the Rayleigh-Jeans ultraviolet catastrophe. That logic was fixed by a new equation, Planck’s. This approach is very similar.

Newton’s 2^nd Law of Nature is fatally wrong, But Fixable by an acceleration allocation segment that follows directly from localization and LDA in DFT at scale 1/(d/dBase)^3/4. By current use of (1/m), we are introducing errors and the many error-correction techniques including:

• Lande’s (g-2)/2
  
  Anomalous moment (1.0011589 . . . )
  
  General relativity’s curvature
  
  Localization and MetaGGA in DFT

With one segment, all four become unnecessary.