On Sunday, September 29, 2024 at 6:08:07 AM UTC-6 John Clark wrote:

On Sun, Sep 29, 2024 at 6:57 AM Alan Grayson <agrays...@gmail.com> wrote:

*>> Yes and that's why Maxwell's Equations needed no modification to be 
consistent with Special Relativity or General Relativity, although they are 
inconsistent with Quantum Mechanics. Maxwell's theory predicted what the 
speed of light would be but it didn't say what specific thing that speed 
was relative to; before Einstein came along some thought that was a flaw in 
the theory, but it turned out to be its greatest triumph. *

*> Does your "Yes" mean that ME will remain invariant under a Galilean 
transformation*


*No. Galilean Relativity assumes there is no speed limit in the universe, 
and velocities always combine linearly even if they're going close to the 
speed of light, and simultaneity is an objective fact because time is the 
same for all observers.  Einsteinian Relativity makes none of these 
assumptions. So Maxwell's Equations are inconsistent with Galilean 
Relativity but not with Einsteinian relativity. According to Galileo you 
could travel as fast as a beam of light and if you did you would see a 
frozen electromagnetic wave that did not change with time, but Maxwell had 
no equation that described such a thing. That inconsistency was the primary 
motivation Einstein had for developing Special Relativity.*


*But ME are written in tensor form. Doesn't that mean the equations are 
invariant under coordinate transformations? If so, shouldn't ME be 
invariant under the Galilean transformation, which is a coordinate 
transformation? Where has my logic gone awry? TY, AG. *


John K Clark    See what's on my new list at  Extropolis 
<https://groups.google.com/g/extropolis>
der
 
 

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