带电流体动力学与1/L微扰展开
Dynamics of charged fluids and 1/L perturbation expansions
摘要：
研究了磁流体动力学中流体发电机系统计算的一些特点。在球对称$α^2-$发电机的耦合常线性微分方程组中，讨论了混合（Robin）边界条件的存在性问题，并提出了一种新的处理方法.大$-\ell$扩展的扰动形式主义是适用的，其主要技术步骤进行了概述。
英文摘要：
Some features of the calculation of fluid dynamo systems in magnetohydrodynamics are studied. In the coupled set of the ordinary linear differential equations for the spherically symmetric $α^2-$dynamos, the problem represented by the presence of the mixed (Robin) boundary conditions is addressed and a new treatment for it is proposed. The perturbation formalism of large$-\ell$ expansions is shown applicable and its main technical steps are outlined.
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