NormalsRegularizationSphericalHarmonics
Diagonal regularization matrix from gravity field accuracies, if not given from signal (cnm,snm), if not given from kaulas rule. The inverse accuracies $1/\sigma_n^2$ are used as weights in the regularization matrix. The diagonal is saved as Vector.
The corresponding pseudo observations can be computed with Gravityfield2SphericalHarmonicsVector.
Name | Type | Annotation |
---|---|---|
outputfileDiagonalmatrix | filename | |
gravityfield | gravityfield | use sigmas, if not given use signal (cnm,snm), if not given use kaulas rule |
minRegularizationDegree | uint | |
maxRegularizationDegree | uint | |
minDegree | uint | |
maxDegree | uint | |
numbering | sphericalHarmonicsNumbering | numbering scheme for regul matrix |
GM | double | Geocentric gravitational constant |
R | double | reference radius |
makeIsotropic | boolean | |
kaulaPower | double | sigma = kaulaFactor*degree**kaulaPower |
kaulaFactor | double | sigma = kaulaFactor*degree**kaulaPower |