RE: Schrödinger, the inventor of the master equation of quantum mechanics
You explain these breakthrough concepts very well.
It's truly amazing how one unknown scientist looks at the same equations that many others have looked at, but comes up with a world changing idea that no one saw before. Hopefully a new world changing idea can get past the peer reviewers that sometimes reject novel approaches by unknown researchers. (Example: de Broglie)
It's interesting that an object or elementary particle with velocity = 0 should have a wavelength larger than the universe.
Any object or elementary particle can have a certain wavelength, of say 1 mm, because wavelength is inversely proportional to it's momentum.
𝝀 = h/p
How close are researchers to actually measuring the ultra high frequency of electrons and/or other particles?
frequency = f = mc2/h when v = 0
and
f = pc2/hv when v > 0
The wave would then be a straight line. However, it is not possible to totally freeze a particle, so that it will never be at rest. (and in fact, you get into issues with Heisenberg here :p)
I don't know this, I am sorry. And I can't find anything satisfactory on the net (at least at 1:20 AM).
Thanks for your reply.
"The wave would then be a straight line."
Why would the line be straight? It appears that the matter wave of an electron wraps around in the orbitals of atoms. The matter wave would be in the direction the particle travels.
While the wavelength of a matter wave is independent of electric charge, it's path should be influenced by electric charge
In the double slit experiment, the size of a matter wave must be large enough to have some part of it go through both slits when an electron goes through one of the slits.
Two particles traveling parallel at the same velocity would appear to each other to have infinite wavelengths, but would still have constant frequencies.
I think you are playing with many particles like that at LHD, yes?
I indeed thought too fast and was focusing on the 1D case. With a period being infinite, we can see the 1D wave as a straight line. Which is what I had actually in mind.
The wave vector follows the momentum, or vice versa. So yes, somehow.
There is actually no way to answer that question. The electron passes through both slits at the same time. You may want to check some of the older posts I wrote on this.
Here you also need field theory and relativistic mechanics, but yes we do :)
Thanks