Antineutron

The antineutron {\displaystyle \mathbf {\bar {n}} }is the antiparticle of the neutron in the standard model. According to the quark model, it consists of two anti-down quarks and one anti-up quark.

The antineutron was discovered in 1956, one year after the discovery of the antiproton, by Bruce Cork et al. Like the neutron, it has a mass of about 939.6 MeV/c2, is electrically uncharged with a spin of ½ and is thus a fermion. The masses of the neutron and antineutron are identical with an uncertainty less than (9 ± 5) - 10-5. The CPT theorem predicts certain properties of particles/antiparticles, which can be tested experimentally using the antineutron, for example.

Antineutrons can be produced, for example, in the annihilation of accelerated high-energy electrons and positrons: {\displaystyle \mathrm {e} ^{+}\mathrm {e} ^{-}\to \mathrm {n} {\bar {\mathrm {n} }}}

Although the antineutron has the same electric charge and spin as the neutron, it is a different particle because it is composed of antiquarks. The free antineutron decays to an antiproton, a positron, and an electron-neutrino, while the free neutron decays to a proton, an electron, and an electron-antineutrino. The lifetime and gyromagnetic ratio of the free antineutron have not yet been experimentally determined. According to the CPT theorem, theoretically the lifetimes of \mathbf nand {\displaystyle \mathbf {\bar {n}} }coincide and the gyromagnetic ratio of the antineutron has the negative value of the gyromagnetic ratio of the neutron.

The experimental search for neutron-antineutron oscillations is considered as a further test of the quark theory. In vacuum, the free neutron fluctuates to the antineutron with a time constant greater than 2.7 - 108 seconds (just under 10 years). Neutron-antineutron oscillations have been proposed theoretically and presuppose an as yet undiscovered process that violates baryon number conservation.

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