Advances in Geodesy: Selected Papers from Reviews of Geophysics and Space PhysicsErik W. Grafarend, Richard H. Rapp |
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Page 36
... Tscherning , C. C. , On the relation between the variation of degree variances and the variation of the anomalous potential , Boll . Geod . Sci . Affini , 32 , 149-158 , 1973 . Tscherning , C. C. , A Fortran IV program for the ...
... Tscherning , C. C. , On the relation between the variation of degree variances and the variation of the anomalous potential , Boll . Geod . Sci . Affini , 32 , 149-158 , 1973 . Tscherning , C. C. , A Fortran IV program for the ...
Page 99
... Tscherning , Use of collocation for predict- ing geoid undulations and related quantities over large areas , in Proceedings of the International Symposium on the Geoid in Europe and Mediterranean Area , pp . 165-182 , Società Italiana ...
... Tscherning , Use of collocation for predict- ing geoid undulations and related quantities over large areas , in Proceedings of the International Symposium on the Geoid in Europe and Mediterranean Area , pp . 165-182 , Società Italiana ...
Page 113
... [ Tscherning and Rapp , 1974 ] ; radius of the Bjerhammar sphere : VÅ 6369.8 km ; a priori standard deviation : σ ( N ) = ± 0.01 m , σ ( Ag ) = ± 0.1 mgal , o ( ə2T / ar2 ) = ± 0.01 Eötvös units ( = ± 0.01 x 10-9 s − 2 ) ) . ( 33 ) Thus ...
... [ Tscherning and Rapp , 1974 ] ; radius of the Bjerhammar sphere : VÅ 6369.8 km ; a priori standard deviation : σ ( N ) = ± 0.01 m , σ ( Ag ) = ± 0.1 mgal , o ( ə2T / ar2 ) = ± 0.01 Eötvös units ( = ± 0.01 x 10-9 s − 2 ) ) . ( 33 ) Thus ...
Contents
Helmut Moritz LeastSquares Collocation | 27 |
Günter Schmitt Optimization of Geodetic Networks | 37 |
Francis P Bretherton and James C McWilliams Estimations From Irregular Arrays | 45 |
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accuracy altimeter analysis approximation boundary Cdodo coefficients collocation computed convection coordinates correlation covariance function covariance matrix Cpopo crust crustal defined deformation density anomalies depth derived determined Doppler Positioning dynamic earth elastic ellipsoid equations error estimate example Figure finite strength Geod geodetic networks geoid Geophys geophysical global gradient Grafarend gravity anomalies gravity field height inertial integral interpolation inverse isostasy isostatic Kaula Kouba layer least squares linear lithosphere lunar mascon mass matrix measurements method Moritz nonlinear normal observed obtained ocean tides Ohio State Univ optimal orbit orthometric height parameters physical geodesy planet potential priori problem Proc reference ellipsoid sampling function satellite sea surface Seasat solution space spectral spectrum sphere spherical harmonic statistical stress differences Surv tectonic tensor Tharsis tidal tion topography Tscherning values variability variance variations vector velocity vertical wave number wavelength