The spherical electron vortex, with streamlines shown on the right in blue, generates the accelerations in the aether that are manifested as its fields.

The vector potential A, with components

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From the magnetic field can be calculated the magnetic flux of the electron

The magnetic field is obtained from the curl of the vector potential, so that its components become

generates the magnetic field, whose cross-section is depicted on the right in red.

Magnetic field- lines represent locations with equal vorticity.

The simple Yadava potential function has the nice pro-perty to yield flux integrals of equal value for the ranges from 0 to R, and from R to infinity, enabling the estab-lishment of the required relationship between charge and flux of the electron, so that these parameters become expressed in fundamental units as

This demonstrates that the experimentally verified relationships between various fundamental constants, associated with electrons, can be derived from fluid mechanics of the aether, without introducing any arbitrary postulates, but using merely conservation equations for the substance, and its flow.