Gamma
ray photons are known to spontaneously produce electron-positron
pairs when in close vicinity of massive atomic nuclei. At the exact
moment that a gamma-ray disappears, an electron-positron pair
appears.
The
standard explanation for this is that virtual electron-positron pairs
get transformed into real electron-positron pairs by gamma-rays when
inside the strong electric fields that surround massive atomic
nuclei.
However,
as explained in the chapter on the photon, the spontaneous appearance
of an electron-positron pair can be explained entirely as a
transformation of the photon itself. Photons in the Velcro model
consist of three negative and three positive quanta, precisely what's
needed to produce an electron and a positron.
Furthermore,
the strong electric fields in the vicinity of massive nuclei are
unlikely to have anything to do with the transformation. The gamma
ray is hugely larger than the neutrinos carrying electric force, and
unlikely to have much trouble dealing with them.
However,
a collision with an atomic nucleus would have some serious
consequences for a high energy photon.
Gamma
rays are as big as photons get. They are enormously stretched, and
cannot stretch much more without breaking apart.
When
a gamma ray strikes a massive atomic nucleus in such a way that it
must yield most of its energy to the nucleus, the gamma ray has a
huge problem. The nucleus has inertia. It resists change to its
energy. It takes time to transfer energy from the gamma ray to the
nucleus. But the gamma ray cannot slow down. It must therefore
stretch while the transfer of energy takes place.
In
head on collisions with massive atomic nuclei, gamma rays end up
tearing themselves apart, thereby producing an electron-positron
pair.
Gamma ray photon heading
for trouble.
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