It can rapidly radially contract in the pinch effect.
The different solutions to a dispersion relation for this material are categorized in a CMA diagram. The refractive index of this material is described by the Appleton-Hartree equation. It can rapidly radially contract in the pinch effect. The number density of electrons times fundamental charge squared over effective mass of the electron times permittivity of free space, all to the one-half power, is the namesake frequency of this material. The equation that forms the basis for the kinetic theory of this material is obtained by neglecting the collision term in the Boltzmann equation and is the Vlasov equation. The distance over which the influence of an electric field of an individual charged particle is felt by other particles in it is the Debye length. This material is macroscopically neutral. It can be categorized as cold or warm, depending on the degree of ionization. For 10 points, name this "fourth state of matter."
The different solutions to a dispersion relation for this material are categorized in a CMA diagram.
plasmas