We prove that for sufficiently weak electric fields, where the conditions are favorable for energy quantization, the free energy is a quasi-periodical function with respect to the fields. As a consequence we find, for the magnetic susceptibility, periodical expressions which are easily reduced to ...
The meaning of FERMI-DIRAC STATISTICS is quantum-mechanical statistics according to which subatomic particles of a given class (as electrons, protons, and neutrons) have a quantum-mechanical symmetry that makes it impossible for more than one particle to
The meaning of FERMI-DIRAC STATISTICS is quantum-mechanical statistics according to which subatomic particles of a given class (as electrons, protons, and neutrons) have a quantum-mechanical symmetry that makes it impossible for more than one particle to
were applied by Fowler (1926) to discuss the equilibrium states of white dwarf stars and by Pauli (1927) to explain the weak, temperature-independent paramagnetism of alkali metals; in each case, one had to deal with a “highly degenerate” gas of electrons that obey Fermi–Dirac statistics....
Dirac in the future (1902-1984) which became in 1933 for the discovery of new productive forms of atomic theory (for the creation of quantum mechanics) the Nobel Prize in physics [3] developed a quantum statistics for microparticles with half-integer spin (such as electrons, protons, neutrons...
Fermi-Dirac statistics Fermillet fermion fermionic fermium Fermor fern fern ally fern bar fern family fern genus Fern owl fern palm fern rhapis fern root fern seed Fern shaw fernally Fernand Leger Fernandel Fernandez Reyna Fernandino style
Although this statistics has no direct connection to the symmetry of the multiparticle wave function, the statistical distribution function interpolates continuously between the Fermi-Dirac and the Bose-Einstein limits. We present an explicit solution of the transcendental equation for the didtribution ...
The meaning of FERMI-DIRAC DISTRIBUTION is an assumed statistical distribution of speeds among the electrons responsible for thermal conduction in metals.
the electrons are always vibrating and moving at their base energy level due to the existence of vibrating energy levels. According to the Fermi-Dirac statistics (Fermi function) at absolute zero, electrons do not have enough energy to cross this surface and they cannot cross this surface. In ...