Abstract

Abstract Object of this work is to find out the reason, why we get only nearly correct results with calculations using natural constants. The possibility to increase accuracy is analyzed in order to obtain more exact results than with the CODATA values. A special role in this connection plays the electron.

The calculations are based on the model published in [1] and as the latest version in [6]. The idea stems from Cornelius Lanczos, outlined at a lecture on the occasion of the Einstein-Symposium 1965 in Berlin [2]. The model defines the expansion of the universe as a consequence of the existence of a metric wave field. That field also should be the reason for all relativistic effects, both SR and GR.

In the context of this work the properties of the electron are analyzed with the result, that it's well suited as a scale basis of the metric system. Furthermore, some weak points of latter one has been found, being the reason for the imprecise results when using the CODATA values. The reason are fixed values used to the definition of base units, which in turn depend on other values as well as on time and on the reference frame. In the end a consistent system is presented, which yields exact results of the basic natural constants, with which nearly all other natural >>constant<< can be calculated by means of five fixed values only. The bottom line is the meaning of the Planck-units and the electron mass as glue to the reference frame. Exactly set up the system would allow the calculation error to be reduced to almost zero, as the errors of different measured values are not "passed through".

DOI: doi.org/10.63721/25JPQN0125

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