Exact metric for a nonrotating mass with a quadrupole moment
19693 pages
Published in:
- Phys.Rev. 184 (1969) 1313-1315
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Abstract: (APS)
Erez and Rosen have given a method for calculating an exact static metric for a nonrotating, cylindrically symmetric mass distribution possessing multipole moments of arbitrary order; however, the explicit expressions they give for the metric components arising from a combination of monopole and quadrupole moments contain errors. In this paper, we sketch the Erez-Rosen method and then state the corrected form of the metric for this experimentally significant case of a mass distribution with monopole and quadrupole moments.- relativity theory: gravitation
- electric moment: quadrupole
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