Dark energy is not classical electromagnetism
You've heard of the term "dusty plasma" haven't you?
I have. Dust accounts for about 1% of the mass of the interstellar medium (ISM) in the Milky Way, and the total mass of the ISM is about 10% of the stellar mass, which therefore constitutes about 90% of the baryonic mass of the Galaxy. Furthermore, elliptical galaxies don't have any dust at all.
How much of a given galaxy is in the form of a "neutral" material in your opinion that isn't otherwise generating a magnetic field like a neutron star or "black hole"?
The ISM is,
by mass, approximately 85% neutral (
Galaxies in the Universe by Sparke & Gallagher, Cambridge University Press, 2007 (2nd edition), table 2.4 page 101). The neutral matter is strongly concentrated in the plane of the Galaxy, so the vast bulk of the gaseous material
by volume is ionized.
(Please refrain from trying to claim that "dark matter" is "neutral")
Why should I refrain from doing the incredibly obvious? If "dark matter" were electrically charged it would be "bright matter" and we would see it easily.
Now, consider the quote from me that Mozina was responding to:
Classical Maxwellian electromagnetism can be ruled out at once by the simple observation that the expansion treats charged particles (i.e., plasma) and neutral material in identical fashion. I don't know how to get classical electromagnetic fields to couple to neutral matter with the same strength as they couple to electrically charged matter, and I am unaware of anyone else professing an ability to describe this.
90% of the baryonic mass of a spiral galaxy is stars. While stars are electrical neutral for all practical purposes, we expect a star of solar mass to carry a net electrical charge of about +77 Coulombs because lighter electrons are more easily expelled from the sun. So the sun builds a net charge until it is in equilibrium (
Neslusan, 2001)
So, let us consider F = ma = QE where m is mass, a is acceleration, Q is electric charge and E is electric field. We know the mass of the sun, 1.9891x10
30 kg. We also know that any systematic cosmological electric field as large as 1 v/m would make itself obvious (induced electric fields in the solar wind are milli-Volts per meter), so I will use that as an upper limit on any cosmological electric field. So the acceleration is just QE/m which is 77/1.9891x10
30 = 3.87x10
-29 m/sec
2. Not much of an acceleration. Let's give it 14 billion years (4.4x10
17 sec) and see what happens. 3.87x10
-29 m/sec
2 x 4.4x10
17 sec = 1.7x10
-11 m/sec. That's far short of the thousands of kilometers per second that are typical cosmological redshift equivalent relative velocities.
So, let us ask what kind of field strength is required to accelerate a star like the sun to a speed of 1000 km/sec, given 4.4x10
17 sec to pull it off. That's v = at or v/t = a or 10
6 m/sec / 4.4x10
17 sec = 2.27x10
-12 m/sec
2. OK, now E = ma/Q or E = (1.9891x10
30 kg x 2.27x10
-12 m/sec
2) / 77 C = 5.86x10
16 V/m. I think we can all agree that a cosmological electric field on the order of 10
16 Volts per meter would be rather more than simply "obvious".
Something has to push the stars of a galaxy up to a few thousand km/sec recession velocity, at least. The numbers we see above certainly appear to me to rule out classical electromagnetic fields as the physical basis for dark energy.