Squeegee Beckenheim
Penultimate Amazing
- Joined
- Dec 29, 2010
- Messages
- 32,124
The free electron is a circular, planar sheet that can wrap around the nucleus.
What causes this to happen? What forces are acting on it to make this happen?
The free electron is a circular, planar sheet that can wrap around the nucleus.
As I've said before Rowan University has produced hydrino and detected them in multiple ways. There are lots of journal articles about the many methods used to detect hydrino. They all point to one thing: the existence of hydrino.
FTFYEven if that were true, which we all know it is not, that’s one study. Homeopathy has more studies supporting it than Hydrinotheorytherapy.
In Mills Big Book of BooBoos, on page 345219.3/7i, you will learn that it’s the ancient, pre-classical physics “force of hugs”, which, thanks to neo-Darwinians, we now know is deep in each electron’s DNA.What causes this to happen? What forces are acting on it to make this happen?
And what does the real world tell us, markie?The free electron is a circular, planar sheet that can wrap around the nucleus.
And what does the real world tell us, markie?
The real world of electron scattering tells us that a free electron has a size smaller than a nucleus and is spherical!
This is basic classical physics. Collide spheres and we see a certain distribution of scattering angles. Collide disks and we see an different distribution of scattering angles. Those distributions tell us that electrons cannot be disks. Now do the scattering for a range of energies. Apply classical physics and you get an upper limit for the size of electrons.
I suspect that Mills has deluded fantasies about his "electrons" magically acting the same as small, spherical particles when they collide.
And what does the real world tell us, markie?
The real world of electron scattering tells us that a free electron has a size smaller than a nucleus and is spherical!
This is basic classical physics. Collide spheres and we see a certain distribution of scattering angles. Collide disks and we see an different distribution of scattering angles. Those distributions tell us that electrons cannot be disks. Now do the scattering for a range of energies. Apply classical physics and you get an upper limit for the size of electrons.
I suspect that Mills has deluded fantasies about his "electrons" magically acting the same as small, spherical particles when they collide.
Interesting. A few days ago you were insisting that electrons are point particles, now they are spheres - which is it? because the two definitions are definitely not the same.
That, while true, misses the point. (Inserted here - sorry for the pun.) Electron scattering cannot resolve an electron below some size determined by the energies of the particles being scattered and the mass of the target. Below this threshold a point is indistinguishable from a sphere, so determination that the scattering is consistent with a sphere of some small dimension leaves the issue of point/sphere undecided. What it does do is establish that the electron is not a disk (unless it is a very small one).
that's just to hide the burning tungsten rods. We caught him cheating last time. so this round he hides it better.I see Mills has taken our recommendation and abandoned using solar panels.
