FUNDAMENTAL PARTICLES AND
PROCESSES!
Exact theories of three of
the four fundamental forces exist, in terms of exchange of
virtual “vector bosons”. One for the electromagnetic force,
three for the weak force and eight for the strong force. The
electromagnetic boson, the photon, couples to charge. The weak
bosons, W± and Z0, couple to weak
charge, and the strong bosons (gluons) couple to color.
Colors: red, green and blue.
Anticolors: yellow [anti-blue], cyan [anti-red] and magenta
[anti-green]. Quarks carry a color, while gluons carry a color
and an anticolor. Color couples to gluons, so not only can
quarks emit and absorb gluons, gluons themselves can also emit
and absorb gluons! Color cannot exist except inside
hadrons. In the external world, all objects must be “white”
(colorless). Hence quarks and antiquarks cannot be pulled out
of hadrons, and gluons cannot cross empty space from one
hadron to another!
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) 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) 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The
fundamental point particles of which the universe is made are
two quarks and the electron. However, in addition to
these up and down quarks, there are four other quarks,
strange, charmed, top and bottom. And in addition to the
electron, there are five other leptons, the muon, the tauon,
and three neutrinos! There is at least one other
fundamental pointlike particle of which nothing is known, the
so-called dark-matter particle.
Color cannot exist
outside of a “quark-gluon” plasma such as existed in the
early universe at the age of a millionth of a second, or
inside the proton and neutron today. So since gluons carry
color, protons and neutrons cannot interact by exchanging
gluons, they have to exchange virtual, colorless
quark-antiquark pairs! The lowest-mass mesons
involved are the so-called pi-mesons. That's why the
strong force appears to be so weak when it acts between a
proton and neutron, but appears to be infinitely strong
when it acts between two quarks!
The force between quarks becomes constant
at large distances, so that the work required to pull a
quark, or any other colored object, out of a bound system
is infinite. Color is absolutely confined.
Inside a proton or
neutron things are as complex as they can get.
Empty space, the
vacuum, is also as complicated as it can get!!
Effective field theory
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)
String theory
|
The standard model
of particles and fields is obviously incomplete. It does
not include gravity, and does not include the two major
components of the universe, Dark Matter and Dark Energy.
At the present time, there are no clues from experiment as
to what needs to be done to generalize the approach
further. Any day now, some discovery could be made at the
Large
Hadron Collider, which would point out the way our
descriptions need to go to become still more general.
A POSSIBLE HINT FOR
THE FUTURE.
The Standard Model has
been dazzlingly successful, but it only describes about 5%
of the universe. Nearly 27% of the universe consists
of Dark Matter, individual particles with large mass(?)
but interacting (presumably) only gravitationally and
weakly. And perhaps 68% of the universe is composed
of an energy field in the vacuum of space itself, an
intrinsic property of space... Dark Energy. Dark
Matter can be observed indirectly by gravitational
microlensing, and there is hope of detecting it on earth,
or making it in the LHC. Dark Energy is observed
indirectly only, by causing increasing acceleration of
more and more distant objects... but this effect is
difficult to measure accurately... and our state of
knowledge may change drastically in the near future.
What about gravity? There
are two main efforts to obtain a quantum theory of
gravity. One is String Theory, which automatically
contains a string excitation that is a spin-2 graviton.
However, there is no experimental evidence whatsoever that
string theory has anything to do with reality. The other
approach is Loop Quantum Gravity, which quantizes
space-time itself, so that “instead of having fields in
space-time, you have fields in a field.” There is no
experimental evidence so far that loop quantum gravity is
correct.
The Early Universe!
Large Hadron Collider!
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