Farsight,
I think now would be a good time for you to stop trying to be an authority on quantum physics, because you're really bad at that. You're somewhat better when it comes to relativity, but you still make a lot of mistakes there, too. And you'll need to learn some maths at some stage if you really want to do physics. Otherwise, you're really just reduced to reproducing wordy explanations that other people have written, which you don't fully understand, or to posting pretty pictures that may or may not correspond to anything real.
It's hard to know where to start with your last post. I guess I'll just tackle it in the order it came.
A virtually photon is definitely not a photon in transit. I know people talk about exchange particles, but there aren't any particles being exchanged between the electron and the proton. The electron and the proton are the only particles there.
This is an unsupported assertion from you, again. We'll have to agree to disagree, because you can't back up your assertion with any kind of demonstration or proof. Knowing no mathematics, you have only your guesses and your interpretations of what real physicists have written on the matter.
No. What I'm telling up about is the interpretation. Like E isn't a field, it's a force.
E doesn't have units of force. Ergo, it is not a force.
And I repeat: it was Maxwell who talked about vortices well before me.
Did Maxwell derive Coulomb's law from a vortex picture? If so, please point me to where I can find his derivation. I'd be interested to see it.
You surely know that co-rotating vortices repel and counter-rotating vortices attract? So you know there's a force between two charged particles that depends on their charge and their separation. The vortex model explains why the force is there, no other model does.
Does the vortex model predict the inverse-square force law? If it does, where can I find the demonstration?
Oh, and QED explains why the force is there, very nicely.
It's not that different. Minkowski talked about the field and about electric and magnetic force.
I already walked you through Minkowski's sloppiness in a previous post. Didn't you read it?
Maxwell talked about vortices. They both talked about the screw nature of electromagnetism. And all of that is missing from the typical physicist's education on electromagnetism. It's like it's all gone, for no good reason.
The "screw nature of electromagnetism" is taught to first-year students of physics. If you'd studied first-year physics, you'd know that. Vortices obviously failed as a viable model of electromagnetism, or else first-year students would be taught about those, too.
Yes, and like I said virtual photons aren't real photons. They're field quanta. The electron and the proton exchange field. They don't throw photons back and forth.
You need to get your terminology straight, because it's a mess right now.
The field quanta of the electromagnetic field are photons, real or virtual. Yes, we can distinguish between real and virtual photons. There's no problem with the picture of "throwing photons back and forth". A Nobel prize was awarded for that.
Don't dismiss Maxwell like that. We do physics to understand the world, not to make predictions.
Here's how theories work in physics. Somebody invents a theory to try to explain some aspect of the physical world. That theory makes numerical predictions about measurable phenomena. Experiments are then done to test the predictions. If the predictions of the theory are borne out by the data, then the theory is regarded as successful.
Theory must always be tested against the real world. Otherwise it's just words and pretty pictures that somebody imagined.
Well it's wrong. It's an electromagnetic wave. It isn't an electric wave and a magnetic wave at right-angles to it.
That's what an electromagnetic wave is, Farsight. If you think an electromagnetic wave is something other than an electric and a magnetic wave co-propagating, then tell me what you think it is. And show me the maths. Oh wait, you can't do that, can you?
Remember what I said about the spatial derivative and the time derivative of potential?
Yes. I asked for the equations. You didn't provide any.
No it isn't. Now show me a depiction of the electromagnetic field or concede that there's an omission.
There's no emission. You just don't recognise electromagnetic fields to be electric and magnetic fields, that's all. I'm not sure what you imagine an electromagnetic field is made of.
Wrong again. Imagine there's an electron ahead of you, and you move past it. You detect what you call a B field. But you didn't create a B field for that electron just because you moved.
The electron created it by moving relative to you.
What I can say is this: there are no point particles, because the electron's field is what it is, and it's an electromagnetic field, not an electric field.
It's not important for the purposes of Coulomb's law whether there are any point particles or not. If an electron were not a point particle (which it seems to be), then we could still use Coulomb plus superposition to calculate its electric field. And an electron only causes a magnetic field when it moves (excepting its intrinsic magnetic moment, of course).
There's a force between two charged particles, there's no problem with that. The problem is with the baggage.
What baggage?
Because [diffraction is] something you do with light. It's a wave thing. Not a point-particle thing.
Diffraction works just fine in the quantum picture, with photons.
We can play that game forever. QED says this. No it doesn't. Yes it does. No it doesn't. Yes it does. Since you don't know what QED says, mathematically, we'll never get beyond that.
So if it does, QED needs fixing.
It seems to work pretty well as it is. Nobel prize. Most accurate scientific theory there is. And all that. All looks good to me. And the vortex theory apparently can't even reproduce Coulomb's law.
I gave the argument. A photon can't be travelling at c if it spends part of its time as an electron and a positron.
Actually, it can. Photons also generally travel in straight lines. But Feynman tells us that they actually explore all possible paths between two points in space as they travel from point to point. All kinds of weird stuff happens in quantum theories.