A platform for research: civil engineering, architecture and urbanism
A platform for research: civil engineering, architecture and urbanism
A method of evaluating the truncation error coefficients for geoidal height
Abstract Neglecting distant zones in the computation of geoidal height using Stokes' formula gives rise to some truncation error. This truncation error is expressible as a weighted summation of the zonal harmonic components of the gravity anomaly. Making use of the well-known properties of Legendre polynomials, a compact method of computing these theoretical coefficients has been developed in this paper.
A method of evaluating the truncation error coefficients for geoidal height
Abstract Neglecting distant zones in the computation of geoidal height using Stokes' formula gives rise to some truncation error. This truncation error is expressible as a weighted summation of the zonal harmonic components of the gravity anomaly. Making use of the well-known properties of Legendre polynomials, a compact method of computing these theoretical coefficients has been developed in this paper.
A method of evaluating the truncation error coefficients for geoidal height
Paul, M. K. (author)
1973
Article (Journal)
Electronic Resource
English
Geodäsie , Geometrie , Geodynamik , Mathematik , Mineralogie
Truncation error formulas for the geoidal height and the deflection of the vertical
| Online Contents | 1972
The effect of lake water on geoidal height
| Online Contents | 1995