What makes you think that it should decay precisely into an electron and a positron, rather than some other option?
Anyway, in any such particle conversion, certain quantities must be conserved. Some of these conservation laws are strict (no exceptions are known to exist), some not (now and then there is an exception). For the proposed reaction, you should consider the following conservation laws:
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A free neutron does not decay into an electron and a positron because the total energy of the electron-positron pair would be greater than the total energy of the neutron. Conservation of energy prohibits this decay process from occurring spontaneously. Instead, a free neutron decays into a proton, an electron, and an antineutrino through the weak nuclear force.
Yes, beta particles are high-energy electrons or positrons that are emitted from the nucleus during a type of radioactive decay known as beta decay. These particles are released when a neutron changes into a proton (emitting an electron) or a proton changes into a neutron (emitting a positron) within the nucleus.
No, neutrons cannot be divided into protons and electrons. Neutrons are fundamental particles that are composed of three smaller particles called quarks. In contrast, protons are also fundamental particles and carry a positive charge, while electrons are negatively charged particles that orbit the nucleus of an atom.
Free neutrons decay via the weak force into a proton, electron, and neutrino with a half-life of about 15 minutes. Bound neutrons in atomic nuclei have a longer decay time because of the stabilizing effect of the strong nuclear force, which helps hold the neutron in the nucleus.
A beta particle is created when a neutron inside an unstable nucleus changes into a proton (or vice versa), losing energy and mass in the form of an electron (or positron), which is the beta particle.
The free electron theory assumes that electrons in a solid are completely free to move throughout the material, without any interaction with the crystal lattice. In contrast, the nearly free electron theory recognizes that there are some interactions between the electrons and the crystal lattice, leading to energy bands and band gaps in the electron's motion within the solid.