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IFS documentation Front PageTable of contentsCHAPTER 1 Incremental
formulation of 3D/4D variational assimilation-an overview CHAPTER 2 3D variational assimilation CHAPTER 3 4D variational assimilation CHAPTER 4 Background term CHAPTER 5 Conventional observational
constraints CHAPTER 6 Satellite observational
constraints CHAPTER 7 Background, analysis
and forecast errors CHAPTER 8 Gravity-wave control CHAPTER 9 Data partitioning (OBSORT) CHAPTER 10 Observation screening CHAPTER 11 Analysis of snow CHAPTER 12 Land surface analysis CHAPTER 13 SST and sea-ice analysis CHAPTER 14 Reduced-rank Kalman filter |
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Section Previous Section 12.2 Sceen-level analysis12.2.1 MethodologyTwo independent analyses are performed for 2 m temperature and 2 m relative humidity. The method used is a two-dimensional univariate statistical interpolation. In a first step, the background field (6 h or 12 h forecast) is interpolated horizontally to the observation locations using a bilinear interpolation scheme and background increments The analysis increments
where
The column vector
where Therefore :
with The covariance matrix of observation errors The standard deviations of background and observation errors are set respectively to 1.5 K and 2 K for temperature and 5% and 10% for relative humidity. The number of observations closest to a given grid point that are considered to solve (12.1) is 12.2.2 Quality controlsGross quality checks are first applied to the observations such as Observation points that differ by more than 300 m from the model orography are rejected. For each datum a check is applied based on statistical interpolation methodology. An observation is rejected if it satisfies :
where The number of used observations every 6 hours varies between 4000 and 6000 corresponding to around 40% of the available observations. The final relative humidity analysis is bounded between 2% and 100%. The final MARS archived product is dew-point temperature that uses the 2 m temperature analysis
with
12.2.3 Technical aspectsThe technical aspects are similar to the snow analysis (see Chapter 11) expect for the computation of the analysis increments obtained from the subroutine OIUPD instead of SUCSNW (Cressman interpolation). Subroutine OISET selects the Subroutine OIINC provides the analysis increments from Equations (12.1) and (12.2), by first computing Most of the control parameters of the screen-level analysis are defined in the namelist NAMSSA:
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