Re: TRUE VALUE OF THE FINE STRUCTURE CONSTANT REVEALED

On Jul 14, 10:10 am, "tnlock...@xxxxxxx" <tnlock...@xxxxxxx> wrote:
On Jul 13, 5:38�pm, "Autymn D. C." <lysde...@xxxxxxxxxxxxx> wrote:



On Jul 11, 4:53�pm, "tnlock...@xxxxxxx" <tnlock...@xxxxxxx> wrote:

BTW, the electron is no longer shown to orbit in atoms. �In fact, the
hydrogen atom's electron is found at the nucleous in the ground
state.

The el�ctr�n does orbit (orbital angular momentum) and does epic�cles
(intrinsic angular momentum), but in the s-orbital dives intom the
nucleus. �In the ground s-orbit the el�ctr�n brushes against the
nucleus continually, and the orbit is mostly circular; however, the
background can polarizein the circular orbit in oblong and broader
orbits (as the waveplot allows), still equipotential with the ground
orbit. �The many el�ctric and magnetic polarisations of liht are
consistent with classic orbital structures and orientations within a
quantal action.

Aut, nope, since the advent of quantum mechanics the Bohr picture has
lost favor.

It's not the Bohr model; it's a Bohr-Fermi-Pauli-Stark-Zeeman-Lamb
corrective model.

See; P.W. Atkins book  "QUANTA" second edition, Oxford University
Press (1991) page 33.

Quote;

* In the gound state of the hydrogen atom, the electron has zero
angular momentum around the nucleus.

Hence, it cannot be the centrifical force that balances the nuclear
attraction.

I said "within a quantal action", dolt. A measurement of your
elèctròn takes one action, which is two loops of the momenta fields;
its degenerate barýcentron is thus at or near the nucleus no matter
its subintegral paths away the nucleus, in s-shells.

* The electron may be found at the nucleus itself, which is forbidden
in the Bohr model.

The elèctròn's resolution is the same as the nucleòn's (without
corrections) at the same momenta; if they are colocomotive, it
wouldn't be hard to find such a reading. But there is no prohibition
of discrete fotòns in the Bohr model, which hasn't a say.

Unquote.

******************************************
Note, the Bohr model cannot derive the electron binding energy,
13.5984 eV.

It's not Bohr's job to do so.

And the old problem of the orbiting electron would radiate energy and
fall into the nucleus.

The orbit is already at the nucleus--its inner radius, at least.

-Aut
.

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