boson | has quantum behavior Bose-Einstein statistics | |
has spin integral | |
has definition A particle which does not obey Pauli's exclusion principle. It is denoted by an integer (or zero) spin. | |
has definition Any particle with integer spin: 0, h bar, 2h bar etc. | |
has definition A class of elementary particles whose spin is an integer multiple of a fundamental quantized value. The major function of bosons is to mediate the fundamental forces. The best-known boson is the photon. | |
has definition A subatomic particle whose spin is an integral multiple of h bar (cf. fermion). Bosons include the photons, the pions, the gravitons, and all Bose-Einstein nuclei. Boson number is not conserved. | |
has definition Elementary particles with integer spin that do not obey the Pauli exclusion principle. They include the photons and the W and Z particles, carriers of the electromagnetic and the electroweak forces respectively. | |
has definition Elementary particles that have integral spins. Force particles such as the photon, gluon, and vector bosons are all bosons. But note that there can also exist composite particles formed out of collections of fermions such as a helium atom-which act collectively as bosons. | |
has definition A particle, or pattern of string vibration, with a whole number amount of spin; typically a messenger particle. | |
is a kind of particle | |
particle | obeys uncertainty principle | |
has frequency inversely proportional to the wavelength | |
has wavelength inversely proportional to its momentum | |
has charge | |
has mass | |
physical object | has location or center of gravity | |
has angular momentum | |
has velocity | |
has momentum | |
has temperature | |
has volume | |
has extent | |
has material | |