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In this paper we construct the differential equations of the stream linesthat characterize plasma regarded as a non-isotropic medium geometrized by ajet rheonomic time-invariant Berwald-Moor metric. Section 1 contains historicalnotes regarding the Plasma Physics and its geometrical description. Section 2analyzes the generalized Lagrange geometrical approach of the non-isotropicplasma on 1-jet spaces. Section 3 studies the non-isotropic plasma as a mediumgeometrized by the jet rheonomic Berwald-Moor metric.

Geometric Dynamics of Plasma in Jet Spaces with Berwald-Moor Metric