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1/ The Einstein Energy-Momentum Relation can be straightforwardly turned into the `Klein-Gordon Equation.` ✍🏽
Why’s that important?
The KG-Equation describes spinless particles of any charge! †
Why’s that important?
The KG-Equation describes spinless particles of any charge! †
2/ If you use natural units (author’s note: ❤️) where ℏ = c = 1, and replace `E` and `p` for their quantum operators... ➡️
3/ You’ll find that the equation reduces to below.
Very serendipitiously, the *d’Alembertian* pops up and we can get a Lorentz-Invariant relativistic equation...
Very serendipitiously, the *d’Alembertian* pops up and we can get a Lorentz-Invariant relativistic equation...
