arfa brane:
Since I've said nothing about "pure energy", I can seriously dispute everything you say here.
Okay then. You are now saying that photons are not
just "energy", but they are "electromagnetic energy", which is somehow different from plain vanilla energy.
So, does this "electromagnetic energy" of yours have all the properties that photons have, then? Does it have polarisation, and a wavefunction, and a frequency, and all that? If so, why do we just say things like "The photon's energy is 1.2 eV." Why do we
never see statements like "the polarisation of the photon energy is vertical" or "The wavelength of the energy is 12 metres"?
If you think that "electromagnetic energy" is different in kind from something like, say, "gravitational potential energy", then you'll be able to tell me, presumably, what properties gravitational potential energy has that are different from the properties that electromagnetic energy has. Moreover, you'll be able to explain how electromagnetic energy can somehow
turn into gravitational potential energy, or vice versa (because, as we know, you can convert one to the other).
I look forward to your clarification on these matters.
I can still assume then, that you don't know or understand a word of field or gauge theories?
Assume whatever you like. You're the one who ends up looking like the fool.
For instance, whether infrared photons raise or lower temperature; you made the obvious error of replacing the "stuff" that the photons interact with, with some molecules "colliding" like classical particles.
There was no error.
Explain why the Schrodinger eqn was developed to explain/predict electron orbitals in hydrogen? In its form as an electron (lepton) orbital or resonant state, it's a field equation, the field is the electron. Remember?
The Schrodinger equation was developed because classical models could not explain things like the emission spectra of atoms, including hydrogen.
The equation is a
wave equation. It operates on wave functions. In the case of hydrogen, the wavefunction describes the
atom, not just the electron.
The equation has "energy" eigenvalues for the electron field = matter field . . .
Or, in your version the eigenvalues are "associated with" the electron orbitals, not with the electron "itself".
The eigenvalues (of energy) are associated with the total energy of the
atom in various quantum states.
You speak as if you know this stuff, but then you come out with misguided descriptions of how the SE applies to hydrogen. You say you're an expert on quantum field theory, but here you are getting the SE wrong. What's the story?
I hope you've seen an electroscope. When there's a charge present you get some separation, it persists or doesn't "leak away" and the separation persists--a force pushes two objects apart because they are "charged".
Ok, where does the energy come from that keeps the objects separated? What does it have to do with your understanding of a field, i.e. an electric field?
No energy is required to keep the plates separated, provided no charge is leaking away.
The energy to charge the plates in the first place usually comes from the electric field of a statically-charged object of some kind.
But this electroscope stuff is just another attempt at diversion on your part, isn't it?