"Magnetic fields in the halo of the Milky Way have a toroidal structure, extending in the radius range of 6000 light-year to 50,000 light-year from the Galaxy center. The Sun is at about 30,000 light-year. (Credit: NAOC)"
From the Solar scale to the Galactic scale and beyond, electricity drives the cosmos, and common results stem from common causes, rooted in electrodynamics.
A recent update (and paper) from the Chinese Academy of Sciences follows up on decades of research into the Milky Way's galactic halo.
In 1997, [Prof. Han Jinlin] found a striking anti-symmetry of the Faraday effects of cosmic radio sources in the sky with respect to the coordinates of our Milky Way galaxy, which tells that the magnetic fields in the halo of the Milky Way have a toroidal field structure, with reversed magnetic field directions below and above the galactic plane.
That is to say, that above and below the galactic plane, there were found to be oppositely-directed 'donut-shaped' [toroidal] magnetic fields.
They suspected that the anti-symmetry of the sky distribution of Faraday effects of radio sources could be produced merely by the interstellar medium in the vicinity of the sun because pulsars and some nearby radio-emission objects, which are quite near to the sun, show Faraday effects consistent with anti-symmetry.
In other words, they weren't sure whether the observed effect / structure was local just to the neighborhood local to the Sun, or whether it was a pervasive effect over the entire Milky Way halo.
Through data analysis, scientists found that the anti-symmetry of the Faraday rotation measurements caused by the medium in the galactic halo exists in all the sky, from the center to the anti-center of our Milky Way, which implies that the toroidal magnetic fields of such a odd symmetry have a huge size, existing in a radius range from 6,000 light-years to 50,000 light-years from the center of the Milky Way.
The effect was found not to be 'local' to just the neighborhood of the Sun, but universal to the entire Milky Way halo. That is, there are oppositely directed toroidal magnetic fields positioned above and below the galactic plane / equator.
But, what does it all mean?
From the perspective of Plasma Cosmology and/or the Electric Universe (including the Electric Sun/Star) Model, this is indicative that perhaps the same process is occurring at both the Solar and the galactic scale(s).
One might wonder, "why should there be oppositely directed magnetic fields above and below the equator of an object?" "Where do the magnetic fields come from, and why are they arranged in the manner that they are?" For that matter, "why should there be magnetic fields at all, what causes them?"
We should perhaps retreat a few steps and answer the last question first:
"Why should there be magnetic fields at all? What causes them?"
For this, we should refer back to some resources on what exactly magnetic field are and how they are generated.
The Phy6 site ("An educational web site by David P. Stern and Mauricio Peredo.") has this to say:
People not familiar with magnetism often view it as a somewhat mysterious property of specially treated iron or steel. [...]
But this property of iron is a very special type of magnetism, almost an accident of nature! Out in space there is no magnetic iron, yet magnetism is widespread. [...]
It is all related to electricity. [...]
Close to 1800 it was found that when the ends of a chemical "battery" were connected by a metal wire, a steady stream of electric charges flowed in that wire and heated it. That flow became known as an electric current. In a simplified view, what happens is that electrons hop from atom to atom in the metal.
In 1821 Hans Christian Oersted in Denmark found, unexpectedly, that such an electric current caused a compass needle to move. An electric current produced a magnetic force!
Andre-Marie Ampere in France soon unraveled the meaning. The fundamental nature of magnetism was not associated with magnetic poles or iron magnets, but with electric currents. The magnetic force was basically a force between electric currents [...]:
--Two parallel currents in the same direction attract each other.
--Two parallel currents in opposite directions repel each other.
Here is how this can lead to the notion of magnetic poles. Bend the wires into circles with constant separation [...]:
--Two circular currents in the same direction attract each other.
--Two circular currents in opposite directions repel each other.
[...] Ampere guessed that each atom of iron contained a circulating current, turning it into a small magnet, and that in an iron magnet all these atomic magnets were lined up in the same direction, allowing their magnetic forces to add up. [...]
In space, on the Sun and in the Earth's core, electric currents are the only source of magnetism. We loosely refer to the region of their influence as their magnetic field [...]
The World Health Organization has the following to say:
Electric fields are created by differences in voltage: the higher the voltage, the stronger will be the resultant field. Magnetic fields are created when electric current flows: the greater the current, the stronger the magnetic field. An electric field will exist even when there is no current flowing. If current does flow, the strength of the magnetic field will vary with power consumption but the electric field strength will be constant.
The Hyperphysics site says simply
this:
Magnetic fields are produced by electric currents, which can be macroscopic currents in wires, or microscopic currents associated with electrons in atomic orbits.
Richard Fitzpatrick's
Classical Electromagnetism article on "
Magnetic Monopoles?" puts it thus:
[...] permanent magnetism is generated by electric currents circulating on the atomic scale, so this type of magnetism is not fundamentally different to the magnetism generated by macroscopic currents. [...]
In conclusion, all steady magnetic fields in the Universe are generated by circulating electric currents of some description. Such fields are solenoidal: that is, they never begin or end [...]
His article on "Helmholtz's Theorem" concludes:
[...] steady electric and magnetic fields cannot generate themselves. Instead, they have to be generated by stationary charges and steady currents. So, if we come across a steady electric field we know that if we trace the field-lines back we shall eventually find a charge. Likewise, a steady magnetic field implies that there is a steady current flowing somewhere. All of these results follow from vector field theory (i.e., from the general properties of fields in three-dimensional space), prior to any investigation of electromagnetism.
And, lastly, his article on the "
Origin of Permanent Magnetism" has this to say:
[...] atoms consist of negatively charged electrons in orbit around positively charged nuclei. A moving electric charge constitutes an electric current, so there must be a current associated with every electron in an atom. In most atoms, these currents cancel one another out, so that the atom carries zero net current. However, in the atoms of ferromagnetic materials (i.e., iron, cobalt, and nickel) this cancellation is not complete, so these atoms do carry a net current. Usually, the atomic currents are all jumbled up (i.e., they are not aligned in any particular plane) so that they average to zero on a macroscopic scale. However, if a ferromagnetic material is placed in a strong magnetic field then the currents circulating in each atom become aligned such that they flow predominately in the plane perpendicular to the field. In this situation, the currents can combine together to form a macroscopic magnetic field which reinforces the alignment field. In some ferromagnetic materials, the atomic currents remain aligned after the alignment field is switched off, so the macroscopic field generated by these currents also remains. We call such materials permanent magnets.
In conclusion, all magnetic fields encountered in nature are generated by circulating currents. There is no fundamental difference between the fields generated by permanent magnets and those generated by currents flowing around conventional electric circuits. In the former, case the currents which generate the fields circulate on the atomic scale, whereas, in the latter case, the currents circulate on a macroscopic scale (i.e., the scale of the circuit).
From all of the above, the bottom line is this:
In conclusion, all steady magnetic fields in the Universe are generated by circulating electric currents of some description. [...] a steady magnetic field implies that there is a steady [electric] current flowing somewhere.
Wherever we see steady, or time-varying magnetic fields, we should naturally be asking ourselves:
"Where is the steady or time-varying electric current that, by definition, must be driving it?"
This is the fundamental question that often gets overlooked or seemingly completely ignored, or treated as trivial or secondary.
That said, on to the fun!
Okay, so, the recent results from the Chinese researchers:
There are oppositely directed 'toroidal' ['donut-shaped'] magnetic fields observable above and below the galactic plane/equator.
But, what does it all mean?
Well, from the immediately prior physical background & conclusion, we should be asking: "Where are the electric currents powering the oppositely-directed galactic-scale donut-shaped [toroidal] magnetic fields?"
The slightly glib answer is "Well, galactic-scale oppositely-directed donut-shaped electric currents."
"Whaaaaat? That's crazy!"
I know right? But, there it is...
Now, how do we get *there* from *here*?
Well, it's kind of a two- or three-parter, but bear with me...
Okay, so, part of the Electric Universe [love it, hate it; your opinion is your own, and that's fine!] is the Electric Sun / Star model (including several papers and presentations and experimental research via the SAFIRE Project), forwarded by Donald Scott, following up on and further elaborating the theories of the late Ralph Juergens, as well as Hannes Alfvén, on the structure and function of the Sun [and all stars] as an electrical phenomenon [contra the Standard Model's assertion that it is a "nuclear furnace"].
![https://web.archive.org/web/20210829022222im_/https://www.electric-cosmos.org/e-sun.jpg](https://web.archive.org/web/20210829022222im_/https://www.electric-cosmos.org/e-sun.jpg)
Donald Scott discusses the Sun and stars in terms of "Energy," "Electric field strength,"
and "Charge density" as functions of radial distance from the stellar surface, among other things.
Among Donald Scott's diagrams is the one we'll be discussing today:
![https://www.thunderbolts.info/tpod/2009/image09/090909electricsun.jpg](https://www.thunderbolts.info/tpod/2009/image09/090909electricsun.jpg)
A diagram of the "electric Sun." Illustration from Don Scott's book, The Electric Sky.
This diagram, in part, attempts to give a physical explanation for the Solar magnetic polarity reversal seen as part of the [approximately] ~11 year Sun spot cycle:
The magnetic fields near sunspots reverse polarity from one eleven-year sunspot cycle to the next. These and many other observed phenomena associated with the Sun give strong indication that a high level of electrical activity is at work on and above the surface of our local star. [...]
In his [Hannes Alfvén’s] model, electric current passes through both poles of the star. It then flows in long tubes emanating from the star. A secondary leakage current that flows on or just below the Sun’s surface, back toward the equator from each of the poles, can explain another one of the “mysteries” the Sun poses for solar astrophysicists. [...]
The image above shows a possible explanation of this phenomenon. According to Alfvén’s stellar circuit, the main solar electric current flows into (or out of) each pole of the Sun. Making use of the “right-hand rule,” we can visualize the directions of the encircling magnetic fields created by that current. If the strength of this current is increasing, the magnetic field will strengthen as well. Such time varying magnetic fields can induce secondary currents as shown in the figure. The secondary current will only exist when the magnitude of the linking magnetic field is growing or shrinking. This effect is utilized here on Earth in AC transformers and so is called transformer action.
If a secondary current filament is flowing southward from near the Sun’s north pole and it is on or just beneath the Sun’s surface, a looping magnetic field will emerge to the east of the current creating a north magnetic pole there. (Right thumb directed toward the south, fingers emerging up out of the surface on its east side.) The loop will move out above the Sun’s surface and then return down into the surface forming a south magnetic pole to the west of the current. [...]
Regardless of the direction of the main driving current coming into the Sun, the eleven-year reversal of the magnetic loops can be explained by transformer action. If the main magnetic field that induces the surface currents is growing in strength, the surface current will point in one direction. If the main magnetic field starts to weaken in intensity, the secondary (surface) current will reverse direction. Consequently the magnetic polarity of the loops will also reverse. Notice that this mechanism does not require the main solar driving current itself to reverse direction, only to vary in amplitude. It also does not depend on the direction of the primary current. [...]
It is highly likely that such a current system has already been discovered. Stanford University recently announced, “Scientists using the joint European Space Agency (ESA)/NASA Solar and Heliospheric Observatory (SOHO) spacecraft have discovered ‘jet streams’ or ‘rivers’ of hot, electrically charged gas (plasma) flowing beneath the surface of the Sun. They also found features similar to ‘trade winds’ that transport gas beneath the Sun’s fiery surface.” Rivers of plasma are electric currents. Currents cause magnetic fields.
As previously mentioned, Donald Scott's work follows on the heels of that of others in the field, including Ralph Juergens and Hannes Alfvén. It is the latter to which I will next refer.
In a paper by Alfvén, he likened the hypothetical electrical circuit / causation of solar functioning to what might be termed a "Unipolar Inductor" (AKA, a 'Homopolar Generator' or 'Faraday Disk'):
![](data:image/png;base64,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)
Here's a more colorful version, but basically the same:
![](data:image/png;base64,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)
Heliospheric current circuit with the Sun as a unipolar inductor. (Plasma Universe Wiki)
That said, the same paper, also treats galaxies similarly, as a so-called "Unipolar Inductor":
![](data:image/png;base64,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)
Now, we have a congruence between the electrical theories at both the Solar level and at the Galactic level. Both are treated as unipolar inductors (albeit at different scales and with other non-congruent structures & behaviors).
So, might we not, then, expect that we should find similar results from common causes (a congruence in [some] structures and behaviors)?
That is to say, in the case of the Solar electrical theory, we see that with varying input electrical current strength(s), secondary magnetic fields and currents are induced, which appear to result in oppositely-directed toroidal [donut shaped] magnetic fields above and below the Solar equator (resulting in the oppositely directed sunspot magnetic polarities, and the periodically reversing sunspot magnetic field cycles).
Might we not then surmise that at the Milky Way's galactic level a similar process may occur, assuming that it can be treated as "Unipolar Inductor" / "Homopolar Generator" (albeit at a different level and with obvious structural differences)? That is to say, with a varying input current strength, there may be induced secondary currents and their equivalent magnetic fields in the sparse plasma of the galactic halo, also above and below the galactic plane / equator? Which ... is exactly what we in fact see in the recent study results from China.
To my eyes, at least, this is strong evidence that Alfven's "Unipolar Inductor" model at the galactic and Solar level appear to fit the data presented [may be *correct* after all?], and may provide a 'unified' explanation of not just the galactic magnetic toroids, but also of the Solar sunspot cycle, et al.
A "grand unifying theory," so-to-speak? [Albeit, one sitting on the Electric Universe / Plasma Cosmology side of the fence, rather than that of the Standard Model of Cosmology...]
High time to revisit the work of Hannes Alfvén, and moreover the work of plasma physicist Anthony Peratt (including his papers "Evolution of the Plasma Universe" I & II and his book "Physics of the Plasma Universe [2nd Ed.]"), Ralph Juergens, and other early visionaries like CER Bruce, Kristian Birkeland (including his monograph "The Norwegian Aurora Polaris Expedition 1902-1903"), and modern Electric Universe proponents Wallace Thornhill & Donald Scott, or Plasma Cosmology proponents such as Eric Lerner, et al.