Oh, I just noticed that you are the same guy who repeatedly claimed that one can generate a constant current in an isolated wire in this thread:
https://www.physicsforums.com/showthread.php?t=658810
and were completely resistant to any corrections and also made wrong claims there despite being corrected several times. I thought you were really here to learn something. If I had known beforehand that trolling is your sole intention, I would not even have replied to you.
MarkoniF said:
Wikipedia has citations and references. Articles are put together from what is written in peer-reviewed papers and textbooks, which makes it pretty good source. It's also peer-reviewed itself, in a way, but in any case is certainly far better than links to what some random people said in some forum discussion.
The rules of these forums explicitly exclude Wikipedia as a reliable peer-reviewed source and there are good reasons for that. You agreed to these rules, so I do not think there is any point for discussion here. By the way the exact statement you quoted is not backed up by any reference in the wiki article and it is explicitly presented as a simplified visualization by an "might be".
MarkoniF said:
Links to forum discussions are not proper reference. You read up on Mandel/Wolf and realize you are mistaken. If your understanding of equations was any good you should realize electromagnetic wave equation is actual WAVE EQUATION, describing three-dimensional transverse wave. Oscillating magnitude by itself can not produce anything like that.
Well, certainly better than wikipedia, but I already assumed that you would not read them and the references inside. If you can tell me your background and level of math I can come up with, I can give you more references. But I suppose it is not much use to come up with books like Schleich's quantum optics in phase space if you do not have the proper background to understand it. And again, I think, you are misunderstanding on purpose. I said that you have an oscillating field strength in transversal directions to the beam propagation, while actual movement takes places in the direction of beam propagation. This is school stuff and it is simple. A vector has some position it is associated with and three values giving its three components in a cartesian coordinate system. If you have a look at the three values at some position at some time and notice that these three values are the same at a later time at a close position, this can be considered motion. This is what happens for light in the direction of beam propagation. If you look at a fixed point and notice that the three components change, this is a change of the field. This is NOT motion. It really is that simple. And again: a 3-d wave equation does not say that there is motion in the perpendicular directions. It really is as simple as that.
And I know the Mandel/Wolf quite well, thanks. Do you? It was very helpful in writing my PhD thesis on light fields.^^
MarkoniF said:
No. Any textbook will tell you the same thing what I showed you from several Wikipedia articles. You fail to understand "oscillating magnitude" has no any direction, it can not produce any vectors. And the fact you are referencing some forum discussions and random character David Zaslavsky, fourth year graduate student, is not even funny any more, especially since none of that in no way confirms your mistaken assumptions.
Eh? Oscillating magnitude does not produce vectors? What is that supposed to mean? It is the components of the vectors which oscillate. YOur post makes absolutely no sense. I was just trying to come up with something at your level, which you can actually access. As this is not even university level, but rather school stuff.
MarkoniF said:
No, travel path of a wave is defined by its propagation direction, not path of oscillations.
Finally! So you agree that this is not motion?
MarkoniF said:
Magnitude is not a vector, it's a scalar number. Change in magnitude can not define any direction or plane of oscillation.
Again you are making up things I never said. The electric field changes. This is what I said. For a polarized light field, you can find a transformation, so that only one component of the field is non-zero. This gives you your direction.