Chapter |

Similar to the
electric charge, the magnetic charge conservation law is as follows:

_{} (12.1)

In which _{} is the magnetic
charge density.

Let us prove that
the magnetic charge conservation equation is valid for the electron.

Combine
the electron velocity equation (10.11) and the magnetic field equation (5.2),
then we get:

_{} (12.2)

As we know:

_{}
(12.3)

Thus:

_{} (12.4)

From
the magnetic charge density equation (3.1), thus:

_{} (12.5)

From
equation (5.2) we know that:

_{} (12.6)

Thus,
we can get:

_{} (12.7)

Compare with the
hydromagnetic equation (dynamo equation), which is as follows:

_{} (12.8)

We can see there is
much similarity between these two equations. We then call the equation (12.7)
as the hydromagnetic equation of electromagnetic field.

Because:

_{} (12.9)

Thus:

_{} (12.10)

Equation
(12.10) is the electron magnetic charge conservation equation, which is also
called the magnetic charge continuity equation.

What
is the electron spin?
ISBN 0-9743974-9-0 Copyright © 2003 Gengyun Li All rights reserved http://www.electronspin.org |