Conditions at the boundary of two phases in a massless electron-positron gas

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Electromagnetic Fields, Electron-Positron Plasmas, Particle Motion, Pulsar Magnetospheres, Charged Particles, Light Speed, Rarefied Plasmas

Scientific paper

The steady state motion of a massless electron-positron gas in a self-consistent electromagnetic field is examined in the context of a model used for describing a pulsar magnetosphere characterized by a strong electromagnetic field (10 to the 12th G), gas rarefaction, and ultrarelativistic motion of charge particles. In such a gas, two phases are formed for each of the components: a dynamic phase, with particles moving at the speed of light, and a static phase, where particles move at speeds lower than the speed of light. The strong and weak discontinuities of the electromagnetic field at the phase boundary are analyzed.

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