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1“... for uppermost altitudes. The geolocation of a MIPAS profile is defined as the tangent point of the middle line...”
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2by V. F. Sofieva, N. Rahpoe, J. Tamminen, E. Kyrölä, N. Kalakoski, M. Weber, A. Rozanov, C. von Savigny, A. Laeng, T. von Clarmann, G. Stiller, S. Lossow, D. Degenstein, A. Bourassa, C. Adams, C. Roth, N. Lloyd, P. Bernath, R. J. Hargreaves, J. Urban, D. Murtagh, A. Hauchecorne, F. Dalaudier, M. van Roozendael, N. Kalb, C. Zehner“.... Geolocation, uncertainty estimates and vertical resolution are provided for each profile. For each instrument...”
Published 2013-12-01
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3by P. E. Sheese, K. A. Walker, C. D. Boone, D. A. Degenstein, F. Kolonjari, D. Plummer, D. E. Kinnison, P. Jöckel, T. von Clarmann“... at times and geolocations of coincident ACE-FTS and OSIRIS measurements. Ensemble mean values show...”
Published 2021-02-01
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4by M. Ridolfi, U. Blum, B. Carli, V. Catoire, S. Ceccherini, H. Claude, C. De Clercq, K. H. Fricke, F. Friedl-Vallon, M. Iarlori, P. Keckhut, B. Kerridge, J.-C. Lambert, Y. J. Meijer, L. Mona, H. Oelhaf, G. Pappalardo, M. Pirre, V. Rizi, C. Robert, D. Swart, T. von Clarmann, A. Waterfall, G. Wetzel“... algorithms. The products of this processing chain are pressures at the tangent points and geolocated profiles...”
Published 2007-08-01
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