The electron

The electron is an elementary particle possessing negative electric charge. It has a rest mass of 0.511 MeV. In the theory of elementary particles, it is classified as a lepton. Such particles are subject to electromagnetic and weak interactions - as well as to gravity - but not to strong interactions. Although the electron is structureless (as far as is presently known), it has spin and a magnetic moment.


The proton

The proton is a particle possessing positive electric charge, equal in absolute value to that of the electron. It has a rest mass of 938 MeV. Being subject to strong interactions - as well as to the other kinds of interactions - it is classified as a hadron. It is not an elementary particle, but is composed of more fundamental particles called quarks. It has a spin and a magnetic moment. The proton is very similar in structure and properties to the neutron, the main difference being the electric charge.

The neutron

The neutron is an electrically neutral particle of rest mass equal to 940 MeV. Being subject to strong interactions - as well as to the other kinds of interactions - is is classified as a hadron. It is not an elementary particle, but is composed of more fundamental particles called quarks. It has a spin and a magnetic moment. The neutron is very similar in structure and properties to the proton, the main difference being the electric charge.

Spin

The intrinsic angular momentum of a particle is called spin. In classical mechanics, angular momentum is a vector whose direction specifies the rotation axis and the sense of the rotation. In quantum mechanics, the spin state of a particle is specified by giving one component, which can assume 2s+1 discrete values, where s is an integer or half-integer number, characteristic of the particle. For electrons, protons, neutrons and quarks, s=1/2 and therefore these particles can be in two different spin states, commonly refered to as spin up and spin down. By analogy with the classical case, we may think of these states as differing by the sense of the intrinsic rotation, as shown in the figures.