2005
DOI: 10.1175/mwr3006.1
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Evaluation of a Linear Phase Observation Operator with CHAMP Radio Occultation Data and High-Resolution Regional Analysis

Abstract: In this study a nonlocal, linear observation operator for assimilating radio occultation data is evaluated. The operator consists of modeling the excess phase, that is, integrating the refractivity along straight lines tangent to rays, below a certain height. The corresponding observable is the excess phase integrated through the Abel-retrieved refractivity, along the same lines, below the same height. The operator allows very simple implementation (computationally efficient) while accurately accounting for th… Show more

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Cited by 25 publications
(17 citation statements)
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“…The nonlocal op er a tor pro duces smaller er rors even at the low est height, and the er rors are gen er ally less than 1% at all the lev els and 0.5% above 6 km. Hence, the ob ser va tion er rors pro duced by the nonlocal op er a tor are about two times smaller than those by the lo cal op er a tor, which is in good agree ment with Sokolovskiy et al (2005b). With the sim i lar ob ser va tion errors as es ti mated from CHAMP and FORMOSAT-3/COS -MIC, we adopt the pro files of ob ser va tion er ror sta tis tics with a mod i fied curve in the low est level of 2 km for the nonlocal op er a tor.…”
Section: Ob Ser Va Tion Er Rorssupporting
confidence: 80%
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“…The nonlocal op er a tor pro duces smaller er rors even at the low est height, and the er rors are gen er ally less than 1% at all the lev els and 0.5% above 6 km. Hence, the ob ser va tion er rors pro duced by the nonlocal op er a tor are about two times smaller than those by the lo cal op er a tor, which is in good agree ment with Sokolovskiy et al (2005b). With the sim i lar ob ser va tion errors as es ti mated from CHAMP and FORMOSAT-3/COS -MIC, we adopt the pro files of ob ser va tion er ror sta tis tics with a mod i fied curve in the low est level of 2 km for the nonlocal op er a tor.…”
Section: Ob Ser Va Tion Er Rorssupporting
confidence: 80%
“…In this study, the sta tis tics of ob ser va tion er rors us ing both lo cal and nonlocal op er a tors were es ti mated based on WRF sim u la tions. The ob ser va tion er rors produced by the nonlocal operator are about two times smaller than those generated by the local operator and in agreement with Sokolovskiy et al (2005b).…”
supporting
confidence: 81%
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“…To re duce the er rors of rep re sen ta tive ness, they sug gest use of the in te grated amount of refractivity along the ray path, namely the ex cess phase (EPH), as the new ob serv able for as sim i la tion. This new operator as sim i lat ing ex cess phase is the so-called nonlocal operator since it takes into ac count the nonlocal ef fect of hor i zon tal gra di ents along the en tire path within the model depth (Sokolovskiy et al 2005b). As found, the nonlocal operator pro duces con sid er ably smaller frac tional er rors than the lo cal op er a tor us ing the point refractivity.…”
Section: Introductionmentioning
confidence: 87%