Re: New Year question from Leo
Harry:
>
>"Greg Neill" <gneillREM@OVE.netcom.ca> wrote in message
>news:ZjfKb.74347$by2.859190@wagner.videotron.net...
>> "Harry" <harald.vanlintel@epfl.ch> wrote in message
>> news:3ff969fe$1@epflnews.epfl.ch...
>> >
>> > "Franz Heymann" <notfranz.heymann@btopenworld.com> wrote in message
>> > news:btbcc0$qri$5@titan.btinternet.com...
>> > >
>> > > "Sergey Karavashkin" <selftrans@yandex.ru> wrote in message
>> > > news:a42650fc.0401041424.31edb781@posting.google.com...
>> > >
>> > > [snip
>> > >
>> > > . This theorem is
>> > > > incompatible with the current system of Maxwell equations.
>> > >
>> > > Then you are a crackpot.
>> >
>> > Your logic labels Einstein a crackpot...
>>
>> Einstein's equations are wholly compatible with Maxwell's.
>
>Except for low velocities, Einstein's theorems are incompatible with
>Newton's equations.
>Similarly, Ampere's equations are partially incompatible with those of
>Maxwell.
That's non-sense. Newtonian physics is a limiting case of relativity.
Ampere's law is a limiting case of maxwell's equations (i.e., quasi-
static fields). A theory which is a limiting case of another theory
indicates compatibility and specifies why one is the limit of the
other. Two theories which are incompatible make different predictions
about the same phenomena in a way that the difference cannot be
resolved in terms of a domain of applicability.
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