Nov 28, 2013
Posted by Otto E. Rössler in category: particle physics
(a) A very short Proof of the Telemach Theorem
Step 1: Photons’ temporal wavelength T is increased and time is proportionally slowed down – downstairs in gravity and at the bottom of a constantly accelerating long rocketship – without this change showing up locally (Einstein 1907).
Step 2: Every photon’s spatial wavelength L is proportionally increased downstairs. Hence the speed of light c = L/T is a global constant.
Step 3: Along with the reduced photon mass-energy (step 1), the rest mass M of all particles down there is reduced proportionally via quantum mechanics’ creation-annihilation. This fact confirms the global c via the Bohr-radius formula of quantum mechanics.