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A bit further to this:
What should I do when I find that Maxwell's equations do NOT accurately describe the observable situation, with observations that can be easily repeated with the same results each time? What should I do about the fact that charge is indeed quantized if I look at it finely enough? What should I do about the fact that radiation is quantized if I look at it finely enough? Maxwell's equations don't account for or allow for those effects, respectively. Yes, I certaily accept Maxwell's equations as adequate to describe what I'm likely to see in any ham antenna I deal with, but at the same time, I realize that they are not the final word. What I WOULD like to get back to here is that all the theory I listed in the posting which precipitated all this, from Maxwell to King and everything in between, all agrees with how charge DOES behave well enough to be very useful. It's those abstractions which have been proposed which do NOT line up with those theories very well at all that I want to weed out. I'm for sure not going to use them, and I'd prefer to educate others to avoid them as well. For anyone interested in looking them up, I believe it will be found that Maxwell's equations become very uninteresting if there is no charge and no motion of charge. Fields alone don't do it. It's those things--charge and motion of charge--embodied right there in the equations, that result in what we describe as fields around our transmtting antennas: electric, magnetic, and most interesting to us here, electromagnetic. And on the receiving end, it's the motion of charges in response to the fields that produce an interesting result. Reference: http://hyperphysics.phy-astr.gsu.edu...ric/maxeq.html Cheers, Tom Cecil wrote, in a closing paragraph of a posting whose Usenet ID is available on request, If your current charge concepts disagree with Maxwell's equations, Maxwell's equations win *EVERY* time. Maxwell's equations do not require individual charge carriers. They work just fine considering only fields in the aether. |
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