modelname EOT11a product_type gravity_field * Roman Savcenko, Wolfgang Bosch * Converted to spherical harmonics by Torsten Mayer-Guerr, Daniel Rieser * Full tidal potential (inlcudes loading potential) * Doodson-Wartburg Phase correction is already applied: * cnm(t) = cnmCos*cos(theta(t)) + cnmSin*sin(theta(t)) * snm(t) = snmCos*cos(theta(t)) + snmSin*sin(theta(t)) * with * theta is the tidal phase angle computed from the doodson fundamentals earth_gravity_constant 3.9860044150e+14 radius 6.3781363000e+06 max_degree 120 norm fully_normalized errors no key L M C S end_of_head ======================================== gfc 0 0 0.000000000000e+00 0.000000000000e+00 gfc 1 0 7.518639795935e-12 0.000000000000e+00 gfc 1 1 7.853965086738e-12 3.226884451670e-12 gfc 2 0 -1.693286171512e-11 0.000000000000e+00 gfc 2 1 9.931526031431e-13 -1.402562621458e-12 gfc 2 2 -1.635375906183e-12 -9.521715579530e-13 gfc 3 0 1.789694287496e-12 0.000000000000e+00 gfc 3 1 1.475230253963e-12 8.558689551227e-13 gfc 3 2 -2.286672965690e-12 -7.403792711312e-13 gfc 3 3 2.050796995485e-13 -2.400111264886e-12 gfc 4 0 3.763133442602e-12 0.000000000000e+00 gfc 4 1 1.832301173468e-13 8.797546460157e-13 gfc 4 2 -1.801807976230e-12 2.856962206493e-13 gfc 4 3 -1.112405836247e-12 8.592972544014e-13 gfc 4 4 5.643086214463e-13 -2.245129278279e-12 gfc 5 0 -1.320320507207e-12 0.000000000000e+00 gfc 5 1 -1.081374894061e-12 1.072444578030e-12 gfc 5 2 -7.110393080314e-13 6.837122797250e-13 gfc 5 3 9.419679455548e-13 1.106762008819e-12 gfc 5 4 -6.250779726625e-13 6.307392578788e-13 gfc 5 5 2.391427582738e-13 -7.750865373726e-13 gfc 6 0 9.121109935973e-13 0.000000000000e+00 gfc 6 1 -9.313479937377e-13 -1.109341797598e-12 gfc 6 2 -5.805822964341e-13 4.352340513784e-13 gfc 6 3 5.271968857582e-13 3.176009689402e-13 gfc 6 4 -9.452329540741e-14 6.236846698500e-13 gfc 6 5 -5.243211511427e-14 5.103352270694e-14 gfc 6 6 1.166520356268e-14 -1.954543728171e-13 gfc 7 0 -1.370613097574e-12 0.000000000000e+00 gfc 7 1 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