December 12, 2019
Bertozzi, Liangzao Fan, Zürich, relativistic electron, (c-v)-behaviour, Lorentz, Time of Flight, special relativity, accelerated charge, Linac
A technically nonlinear approach is made to fit measured Time of Flight data into an easy and understandable function without postulates. Only one assumption is made, namely that the impact of energy and so the connected force on a particle with charge e is decreasing and going to zero if the velocity enters the magnitude of c, the velocity of light. A sight behind the curtains reveals that the H. A. Lorentz function is a good approximation of the found data up to v/c ~ 0,95, but is not able to predict the measurements precisely of Bertozzi in the relativistic area.