THE STANDARD MODEL
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)
Note that most of the normal
matter in the universe (80% of normal matter) has never been
inside a star, and never will be. This fact indicated to
physicists in the 1950s that the entire universe must at one
time have been dense and hot enough to fuse neutrons and protons
into helium, otherwise there was no way for the normal-matter
universe to consist almost entirely of hydrogen and helium.
The strong force depends on a
quantum number called color, which is the equivalent of charge
for the strong interaction. Each kind of quark comes in three
different colors, red, green and blue. Any bound state has NO
COLOR, in other words has to consist of equal amounts of red,
green and blue particles. The virtual bosons of the strong
force, called gluons, carry a color and an anticolor.
Yellow is the anticolor to blue, cyan is the anticolor to red,
and magenta is the anticolor to green. Thus if a red up
quark absorbs a blue-cyan gluon, it becomes a blue up quark.
Suppose a green quark emits a
green-cyan gluon. This leaves the quark red. Now suppose that
same (virtual) green-cyan gluon is absorbed by a red quark. That
leaves the quark green.
To summarize, quarks form two main
kinds of particles: (1) BARYONS, of which the proton and
neutron are the least massive examples, are composed of three
“valence quarks,” one of each color. All baryons are fermions.
(2)MESONS, which are composed of a valence
quark-antiquark pair. All mesons are bosons. All baryons and
mesons (collectively called HADRONS) are colorless, and
held together by the strong interaction. Of all the hadrons,
only the proton appears to be stable.
Every particle has an
antiparticle, although in some cases the particle and
antiparticle are identical (for example, the photon).
Pair production and annihilation in the Standard Model: a
photon in the Coulomb field of a nucleus converts into
(for example) an electron and its antiparticle, the
positron. Particles and antiparticles are always
produced in pairs and annihilated in pairs. A pair will
annihilate into two photons. If a single-particle
description of these processes is adopted, an anti-particle
can be viewed as a particle travelling backward in time.
Weak decay of a neutron in
the Standard Model: a down quark changes to an up quark by
emitting a W- boson, which in turn creates an
electron-antineutrino pair... or converts a neutrino moving
backward in time into an electron moving forward in
time. Thus pair annihilation of an electron and positron
can be viewed as a collision of an electron with two photons,
the second collision knocking it backward in time.
The very early universe
presumably consisted entirely of bosons, but if matter
resulted from pair production by these bosons, why is there
not an equal amount of matter and antimatter in the
universe? In fact, the observable universe consists
entirely of matter. Processes are known where the
probability of creating a particle is very slightly greater
than the probability of creating an antiparticle, but this
happens only for a few processes involving the weak
interaction. Whatever processes took place in the very
early universe, we can see today, by comparing the number of
photons in the universe to the number of electrons, that about
one time in 109, a particle was created without an
accompanying antiparticle.
Timeline of the Early Universe
(317L)
The Origin of the Mass of
Ordinary Matter!
Many simulations...
Illustris Simulation!
EAGLE Simulation!
DARK MATTER DETAILS (362L)
The Future?