后牛顿Dedekind椭球的轴对称情形
The Axisymmetric Case for the Post-Newtonian Dedekind Ellipsoids
摘要：
我们考虑后牛顿近似的戴德金椭球的情况下，轴对称。虽然在轴对称点存在解，但Elbert和Elrasekhar（1974，1978）的方法排除了在轴对称极限下找到均匀旋转（变形）椭球体的可能性。我们考虑扩展他们的工作，使这种限制的可能性。
英文摘要：
We consider the post-Newtonian approximation for the Dedekind ellipsoids in the case of axisymmetry. The approach taken by Chandrasekhar & Elbert (1974, 1978) excludes the possibility of finding a uniformly rotating (deformed) spheroid in the axially symmetric limit, though the solution exists at the point of axisymmetry. We consider an extension to their work that permits the possibility of such a limit.
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