W.D.Clinger
Philosopher
I have asked you on NUMEROUS occasions to supply a PUBLISHED PAPER that supports ANY of your handwavy claims. When can I expect you to provide a published paper by Alfven that supports "magnetic reconnection" theory? When did you intend to provide a PUBLISHED PAPER to support your claim about your so called "experiment"? (Those are rhetorical questions. I already know their answers.)
You want a published paper on the ordinary behaviour of fridge magnets and compass needles?
Although Michael Mozina's questions were rhetorical, I can cite books that describe and illustrate the magnetic field of a conducting rod, and also describe the superposition principle that makes it trivial to calculate the magnetic field of four such rods. For example:
Edward M Purcell. Electricity and Magnetism. Berkeley Physics Course, Volume 2. McGraw-Hill.
(That's a freshman-level textbook, so it uses only freshman-level mathematics, so it won't do Michael Mozina any good. Sorry.)Although most of that is the kind of nonsense we've come to expect from Michael Mozina, I think there may be a legitimate point buried within it. Magnetic reconnection refers to changes in the topology of a magnetic field over time, but what do we mean by changes in the topology of a field? In my very limited reading of the research literature on magnetic reconnection, I've already encountered at least two related meanings:I want one that claims that such behavior is an example of "magnetic reconnection". It seems you folks can not even differentiate between 'solid magnet reconnection' and "magnetic reconnection", not to mention "current reconnection" from magnetic reconnection. You certainly can't differentiate between ordinary induction and "magnetic reconnection" at the level of actual particle physics. It seems you'll slap that term on just about anything you see.
- The magnetic field line that runs through some fixed point in space starts off as a loop and ends up going off to infinity (or vice versa, or something else whose description would assume more knowledge of topology than I want to assume here).
- For some smooth curve that starts out perpendicular to the magnetic field lines, the magnetic field line of some fixed intensity (ETA: where it intersects the curve) appears to migrate along the curve over time until it merges with the separator between two quasi-static domains.
Fortunately, the experiment I've been suggesting to Michael Mozina for almost a year demonstrates magnetic reconnection in both plasma-free senses listed above.
In the following quotation, I have emphasized the pertinent points by eliding extraneous prose:
In the experiment I described (and describe again below), the E field starts out at zero and remains negligible throughout the course of the experiment. When Michael Mozina says the E field "powers the actual experiment", he is demonstrating substantial incompetence and/or dishonesty.....ordinary "double layer transactions"...Alfven....Alfven....Every single one of them requires "electricity'...ordinary plasma interactions...your so called "magnetic reconnection".
IMO this is about a blatant of an example of "false advertising" as I've ever seen in the field of astronomy....dark energy rainbows in the sky...OVER THE TOP! ...pathetically incapable...ANYTHING Alfven wrote...your beliefs....consumer...double layer transactions....Alfven....wasting tax payer money..."bait and switch"....you've CLEARLY spent time "dumbing down" the mathematics to REMOVE ALL EVIDENCE of the E field that powers the actual experiment. How blatant can you be?
I have edited the following description of my experiment by striking through an incorrect/misleading phrase:
I will now supply the answers to my own rhetorical questions.On 28 December 2010, I suggested a simple experiment that would have helped you to understand that Dungey's paper is about magnetic reconnection. Everyone who's taken a freshman-level course in electromagnetism knows what the magnetic field around a current-carrying rod looks like. If you have two such rods in parallel, carrying equal currents, and measure the magnetic field in a plane perpendicular to the rods, you get Dungey's figure 2. If you take another pair of parallel rods and run the current in the opposite direction, you get Dungey's figure 2 with the arrows reversed. If you take those two pairs of parallel conducting rods and place them so the null points of their magnetic fields coincide, with the planes running through the two pairs positioned atalmost but not quitea right angle, then you get Dungey's figure 1.
Those two figures are the only figures in Dungey's paper.
With steady currents running through all four rods, the E field is zero outside the rods. Increasing the current through one pair of rods yields Wikipedia's animation of magnetic reconnection. If the current is increased slowly, then the E field outside the wires remains nearly zero, but the magnetic reconnection still occurs (more slowly).
I suggested that experiment to you because it would have helped you to understand that
- Dungey is describing magnetic reconnection.
- There is no "circuit reconnection" in Dungey's paper.
- There is no "current reconnection" in Dungey's paper.
- The magnetic reconnection described in Dungey's paper can be reproduced without plasma.
- The magnetic reconnection described in Dungey's paper can occur with a near-zero electric (E) field.
Answer: Because he's guessing.Why should you expect me to "systematically eliminate ordinary attraction/repulsion from consideration?"
Answer: Well, that's a trick question. The magnetic field is actually defined in terms of the forces it would exert on charged bodies moving through it. Michael Mozina's "ordinary attraction/repulsion" is a consequence of that definition, but I suspect that the forces he's talking about are the forces he feels when manipulating magnets. To calculate those forces, we'd compute the energy of the magnetic field that results from the various positions of the magnets and differentiate with respect to position.Are you unaware that the magnetic field is defined in terms of the forces you describe as "ordinary attraction/repulsion"?
In other words: When faced with a problem whose freshman-level math is too difficult for him to understand, Michael Mozina tried to convert it into a problem whose mathematical formulation would be even more difficult for him to understand. If anyone who's reading this wishes to avoid learning anything about physics, I suggest you emulate Michael Mozina's behavior.
Answer: Yes.Are you unaware that the dynamics of the "ordinary attraction/repulsion" you experience when pulling two magnets apart probably involves some kind of magnetic reconnection?
Answer: Yes.Are you really that ignorant of the everyday phenomenon you believe Alfvén was dismissing as pseudoscience?
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