Just first impressions here, since I am not well versed in Alfven's EU ideas, but had a thought to share. Mainstream cosmology seems to think of magnetic fields more on the model of a standing magnet, that the magnetic fields exist independent of electric currents. The old school bar magnet with iron filaments comes to mind
here. However, the dynamics of magnetic fields in our Sun, or magnetic dynamics within hot plasma, or galactic magnetic fields, or even planetary magnetic fields, may be more complex than merely ‘standing magnetic fields’ independent of electric currents. Rather, we may have figured it out with the ‘dynamo’ effect for planets, and possibly the Sun, while observations are showing us it is more complex. The brown dwarf stars add another observation, showing energy jets, so again something new and puzzling to consider. What magnetic fields can exist independent of electric currents on such large scale phenomena? Something is being missed.
I suspect we got the whole ‘standing magnetic field’ effect wrong; I also suspect the ‘dynamo effect’ is not what we think, so just a simplistic explanation. How do temperatures inside the Sun and Earth above Currie temperature levels generate a dynamo effect, for example? There is a greater likelihood that these magnetic field phenomena, including the strong magnetic fields of the gas giant planets, have to do with their internal electric currents, though at present we have no idea how or why that works. As an alternative theory, yet one encompassing magnetic fields generated by super massive galactic black holes, as well as produced by hot stars and warm planets, is that perhaps the electric-magnetic relationships exist due to reasons of very energetic gravity centers inside these bodies. At present this is never considered, because we do not think of gravity centers as anything other than a constant force, the weakest of the four known forces, so dismiss it as merely a
passive universally constant force. But if that is not so, that gravity centers of warm bodies, or hot stars, or super galactic centers, all generate an electro-magnetic force, regardless of the Currie temperatures, then this is something that could be considered for any future models (using math) to understand their dynamics observed. If so, then brown dwarfs, as failed stars with low electro-magnetic radiant energy output, but high gravity centers output, would make sense as strong magneto-stars, with strong magnetic fields, for reasons that are more EU in nature. However, that would require the idea that gravity centers for these bodies are not based upon the known physics of a universally constant G, but rather one that is somehow influenced by the e.m. forces generated. If I were to pick on one aspect of the math that should come in handy for the future study of EU type forces in the universe, it would be the
Maxwellian derived: c = 1/ (
Uo
Eo)^1/2, as a function of light speed times the square root of the permittivity and permeability of space equals unity of one. I do not like the Lorentzian: F = q(E+v x B) equation, because it may not be universally the same for all universal systems equally, if G is not equally everywhere the same, so what may be true on Earth may not be what is true on the Sun, or for 'electric brown dwarfs', etc., due to different internal e.m. energy dynamics. But these are just seat of the pants, intuitive first impressions... so don't mind.

Now I have to dive into my low cal, low cholesterol bowl of oatmeal, boring lunch.