*This would require the sun and moon to be the same size and the same distance from Earth.*

This means during an eclipse they are literally in the same location. You would need the moon to pass through the sun. This is impossible.

This would simply be a collision between the sun and moon.Not at all.

As shown in the Fred Bruenjes photographs there is a certain distance between the solar/black sun disks.

Your assertion is refuted.

*If they were discs then viewing them from any angle except directly along their axis, they would appear as ellipses.*You are a student of conventional physics.

Here are two of greatest physicists of the 20th century telling you that you are wrong:

“What? Do you mean to tell me that I can tell you how

much magnetic field there is inside of here by measuring

currents through here and here – through wires which

are entirely outside – through wires in which there is no

magnetic field... In quantum mechanical interference experiments

there can be situations in which classically there

would be no expected influence whatever. But nevertheless

there is an influence. Is it action at distance? No, A is

as real as B-realer, whatever that means.”

R. Feynman

“throughout most of 20th century the Heaviside-Hertz form of Maxwell’s equations were taught to college students all over the world. The reason is quite obvious: the Heaviside-Hertz form is simpler, and exhibits an appealing near symmetry between E and H. With the widespread use of this vector-potential-less version of Maxwell’s equations, there arouse what amounted to a dogma: that the electromagnetic field resides in E and H. Where both of them vanish, there cannot be any electromagnetic effects on a charged particle. This dogma explains why when the Aharonov-Bohm article was published it met with general disbelief. . . E and H together do not completely describe the electromagnetic field, and. . . the vector potential cannot be totally eliminated in quantum mechanics. . . the field strengths underdescribe electromagnetism.”

C.N. Yang, Nobel prize laureate

“...the vector potential appears to give the most direct description of the physics. This becomes more apparent the more deeply we go into quantum theory. In the general theory of quantum electrodynamics, one takes the vector and scalar potentials as the fundamental quantities in a set of equations that replace the Maxwell equations: E and B are slowly disappearing from the modern expression of physical laws; they are being replaced by A and φ”

(Feynman et al, 1989, chapter 15, section 5, The Feynman Lecture on Physics (Vol. 2), 1989)

You are relying ONLY on the vector fields, which are created by the POTENTIALS.

Potential = ether = longitudinal waves

Again, R. Feynman:

**E and B are slowly disappearing from the modern expression of physical laws; they are being replaced by A and φ.**The existence of the ether changes everything.

E.T. Whittaker proved mathematically the existence of the hidden structure of the potential: bidirectional longitudinal waves.

https://www.theflatearthsociety.org/forum/index.php?topic=30499.msg1994059#msg1994059The achievements of the 1903 and 1904 papers published by Whittaker:

A scalar potential is comprised of a lattice of bidirectional longitudinal waves (ether/Tesla strings).

Electromagnetic or gravitational fields and waves can be decomposed into two scalar potential functions.

The unification of quantum mechanics, general relativity, ether theory into one single subject: ELECTROGRAVITY.

How to construct a scalar interferometer: a standing scalar wave structure.

An extended version of the Aharonov-Bohm effect.

The discovery of the fact that internal EM is generally completely inside the scalar potential, existing as “infolded” harmonic sets of EM antiparallel wave/antiwave pairs. This internal EM was in Maxwell’s original quaternion equations.

The superluminal speed of gravitational waves.

“Whittaker, a leading world-class physicist himself, single-handedly rediscovered the "missing" scalar components of Maxwell's original quaternions, extending their (at the time) unseen implications for finally uniting "gravity" with the more obvious electrical and magnetic components known as "light."

"In 1903-1904 E.T. Whittaker published a fundamental, engineerable theory of electrogravitation (EG) in two profound papers. The first (W-1903) demonstrated a hidden bidirectional EM wave structure in the scalar potential of vacuum, and showed how to produce a standing scalar EM potential wave -- the same wave discovered experimentally four years earlier by Nikola Tesla.

W-1904 shows that all force field EM can be replaced by interferometry of two scalar potentials, anticipating the Aharonov-Bohm effect by 55 years and extending it to the engineerable macroscopic world. W-1903 shows how to turn EM into G-potential and directly engineer the virtual particle flux of ether. W-1904 shows how to turn G-potential back into force-field EM, even at a distance."

E.T. Whittaker, "On the Partial Differential Equations of Mathematical Physics," Math. Ann., Vol. 57, 1903, p. 333-355 (W-1903)

http://www.cheniere.org/misc/Whittak/ORIw1903.pdfE.T. Whittaker, "On an Expression of the Electromagnetic Field Due to Electrons by Means of Two Scalar Potential Functions," Proc. Lond. Math. Soc., Series 2, Vol.1, 1904, p. 367-372 (W-1904)

http://hemingway.softwarelivre.org/ttsoares/books_papers_patents/books%20papers%20patents%20(scientis/whittaker/whittaker%20et%20-%20on%20an%20expre.pdf"In his 1903 paper Whittaker showed that a standing scalar potential wave can be decomposed into a special set of bidirectional EM waves that convolute into a standing scalar potential wave.

The very next year, Whittaker's second paper (cited above) showed how to turn such G potential wave energy back into EM energy, even at a distance, by scalar potential interferometry, anticipating and greatly expanding the Aharonov-Bohm effect. Indeed, Whittaker's second paper shows that the entire present force-field electromagnetics can be directly replaced with scalar potential interferometry. In other words, scalar EM includes and extends the present restricted vector subset of Maxwell's original theory.

Specifically, any EM force field can be replaced by two scalar potential fields and scalar interferometry. The combination of this paper and the 1903 Mathematische Annalen paper not only includes the Aharonov-Bohm effect, but specifies a testable method for producing a macroscopic and controlled Aharanov-Bohm effect, even at large distances."

The existence of this hidden structure was proven experimentally by the Aharonov-Bohm effect.

“A new generation of physicists, also educated in the grand assumption that "Heaviside's Equations" are actually "Maxwell's," were abruptly brought up short in 1959 with a remarkable and elegant experiment -- which finally demonstrated in the laboratory the stark reality of Maxwell's "pesky scalar potentials" ... those same "mystical" potentials that Heaviside so effectively banished for all time from current (university-taught) EM theory.

In that year two physicists, Yakir Aharonov and David Bohm, conducted a seminal "electrodynamics" laboratory experiment ("Significance of Electromagnetic Potentials in Quantum Theory," The Physical Review, Vol. 115, No. 3, pp. 485-491; August, 1959). Aharonov and Bohm, almost 100 years after Maxwell first predicted their existence, succeeded in actually measuring the "hidden potential" of free space, lurking in Maxwell's original scalar quaternion equations. To do so, they had to cool the experiment to a mere 9 degrees above Absolute Zero, thus creating a total shielding around a superconducting magnetic ring [for a slightly different version of this same experiment; the oscillation of electrical resistance in the ring (bottom graph) is due to the changing electron "wave functions" -- triggered by the "hidden Maxwell scalar potential" created by the shielded magnet].

Once having successfully accomplished this non-trivial laboratory set up, they promptly observed an "impossible" phenomenon:

**Totally screened, by all measurements, from the magnetic influence of the ring itself, a test beam of electrons fired by Aharonov and Bohm at the superconducting "donut," nonetheless, changed their electronic state ("wave functions") as they passed through the observably "field-free" region of the hole -- indicating they were sensing "something," even though it could NOT be the ring's magnetic field. Confirmed now by decades of other physicists' experiments as a true phenomenon, this "Aharonov-Bohm Effect" provides compelling proof of a deeper "spatial strain" -- a "scalar potential" -- underlying the existence of a so-called magnetic "force-field" itself.”**After the first precise experiment carried out by Tonomura and his team at Hitachi using electron holography followed by more experiments using superconducting shields, the Aharonov-Bohm effect is confirmed and that it is a genuine feature of the standard quantum mechanics.

The Allais effect proves immediately that the solar eclipse is not caused by the moon.