"Art Unwin" wrote in message
...
Years of discussion on this same subject has been a matter of lies,
misinterpretations and a determination to obstruct change.
All of these discussion rest on a statement made years ago which has
since gone on to many tangential discussions based on untruths.
The original statement, made by me was:

"If you add a time varying field to the laws of Statics by Gauss the
mathematic results are in full conformance with Maxwells laws"

my statement still stands. Gauss's law IS one of Maxwell's four equations,
and it doesn't need you adding a (t) to it to make it work any better than
it has for the last hundred years or so. The basis is that Gauss's law is
independent of time, so it is true AT ANY TIME, it doesn't need a time
parameter to make it work. if you really want to you can add a (t) on both
sides of the equation, but it won't change anything, it just clutters up the
notation.