Spectral analysis of the full gravity tensor

@inproceedings{Rummel1992SpectralAO,
  title={Spectral analysis of the full gravity tensor},
  author={Reiner Rummel and Martin van Gelderen},
  year={1992}
}
SUMMARY The five independent components Γxz, Γyz, Γzz, Γxx - Γyy, and Γxy, of the gravity tensor are measurable by gradiometers. When grouped into {Γzz}, {Γxz, Γyz} and {Γxx - Γyy, 2Γxy} and expanded into an infinite series of pure-spin spherical harmonic tensors, simple eigenvalue connections can be derived between these three sets and the spherical harmonic expansion of the gravity potential. The three eigenvalues are (n+ 1)(n+ 2), -(n+ 2)√n(n+ 1) and √(n - 1)n(n+ 1)(n+ 2). This result… CONTINUE READING

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