Berwald-Moor度规下喷流空间等离子体的几何动力学
Geometric Dynamics of Plasma in Jet Spaces with Berwald-Moor Metric
摘要：
本文将等离子体看作由射流流变时不变Berwald-Moor度规几何化的非各向同性介质，构造了表征等离子体的流线的微分方程。第1节包含有关等离子体物理学及其几何描述的历史注释。第二节分析了单喷流空间中各向异性等离子体的广义Lagrange几何方法。第三节研究了作为射流流变Berwald-Moor度规几何化介质的非各向同性等离子体。
英文摘要：
In this paper we construct the differential equations of the stream lines that characterize plasma regarded as a non-isotropic medium geometrized by a jet rheonomic time-invariant Berwald-Moor metric. Section 1 contains historical notes regarding the Plasma Physics and its geometrical description. Section 2 analyzes the generalized Lagrange geometrical approach of the non-isotropic plasma on 1-jet spaces. Section 3 studies the non-isotropic plasma as a medium geometrized by the jet rheonomic Berwald-Moor metric.
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