The spheroidal fixed–free two-boundary-value problem for geoid determination (the spheroidal Bruns' transform): Fid-Bau Portal

Fachinformationsdienst BAUdigital

A platform for research: civil engineering, architecture and urbanism

The spheroidal fixed–free two-boundary-value problem for geoid determination (the spheroidal Bruns' transform)

Grafarend, E. W. / Ardalan, A. / Sideris, M. G.

Abstract. The target of the spheroidal Gauss–Listing geoid determination is presented as a solution of the spheroidal fixed–free two-boundary value problem based on a spheroidal Bruns' transformation (“spheroidal Bruns' formula”). The nonlinear spheroidal Bruns' transform (nonlinear spheroidal Bruns' formula), the spheroidal fixed part and the spheroidal free part of the two-boundary value problem are derived. Four different spheroidal gravity models are treated, in particular to determine whether they pass the test to fit to the postulate of a level ellipsoidal gravity field, namely of Somigliana–Pizzetti type.

Access

Check availability in my library

Order at Subito €

Page navigation

Document information

Export, share and cite

The spheroidal fixed–free two-boundary-value problem for geoid determination (the spheroidal Bruns' transform)

Grafarend, E. W. / Ardalan, A. / Sideris, M. G.

Abstract. The target of the spheroidal Gauss–Listing geoid determination is presented as a solution of the spheroidal fixed–free two-boundary value problem based on a spheroidal Bruns' transformation (“spheroidal Bruns' formula”). The nonlinear spheroidal Bruns' transform (nonlinear spheroidal Bruns' formula), the spheroidal fixed part and the spheroidal free part of the two-boundary value problem are derived. Four different spheroidal gravity models are treated, in particular to determine whether they pass the test to fit to the postulate of a level ellipsoidal gravity field, namely of Somigliana–Pizzetti type.

The spheroidal fixed–free two-boundary-value problem for geoid determination (the spheroidal Bruns' transform)

Grafarend, E. W. / Ardalan, A. / Sideris, M. G.

Abstract. The target of the spheroidal Gauss–Listing geoid determination is presented as a solution of the spheroidal fixed–free two-boundary value problem based on a spheroidal Bruns' transformation (“spheroidal Bruns' formula”). The nonlinear spheroidal Bruns' transform (nonlinear spheroidal Bruns' formula), the spheroidal fixed part and the spheroidal free part of the two-boundary value problem are derived. Four different spheroidal gravity models are treated, in particular to determine whether they pass the test to fit to the postulate of a level ellipsoidal gravity field, namely of Somigliana–Pizzetti type.

Access

Check availability in my library

Order at Subito €

Page navigation

Document information

Export, share and cite

Document information

Title:

The spheroidal fixed–free two-boundary-value problem for geoid determination (the spheroidal Bruns' transform)

Contributors:

Grafarend, E. W. (author) / Ardalan, A. (author) / Sideris, M. G. (author)

Published in:

Journal of Geodesy ; 73

Publication date:

1999

ISSN:

DOI:

https://doi.org/10.1007/s001900050263

Type of media:

Article (Journal)

Type of material:

Print

Language:

English

Keywords:

Geodäsie , Geodynamik

Classification:

BKL: 38.73 Geodäsie

Similar titles

Vertical and horizontal spheroidal boundary-value problems

Šprlák, Michal / Tangdamrongsub, Natthachet | Online Contents | 2017

Vertical and horizontal spheroidal boundary-value problems

Šprlák, Michal / Tangdamrongsub, Natthachet | Online Contents | 2017

Radiation Boundary Conditions for the Helmholtz Equation for Ellipsoidal, Prolate Spheroidal, Oblate Spheroidal and Spherical Domain Boundaries

Burnett, D.S. | British Library Online Contents | 2012

Spheroidal chip in micromilling

de Oliveira, Déborah / Gomes, Milla Caroline / da Silva, Márcio Bacci | British Library Online Contents | 2019

Free Vibrations of Thin Isotropic Oblate Spheroidal Shells

G. Burgin / L. E. Penzes | NTIS | 1965