It is a recognized advantage of satellite-derived measurements that they can be regarded as a reliable benchmarks for model simulation evaluation. However, it seems we should remove an initial guess (or a priori) considered in the procedure of trace gases retrieval used in the satellites. I found two ways to wipe out this influence when using OMI tropospheric NO2:

1) From Duncan et al., 2014 (supplementary): The end-user must sum over all model layers the product of the scattering weight and model partial column (molecules/cm2) in each model layer. This sum divided by VCDM is called the air mass factor (AMF) of the model (AMFM). Second, the end-user must divide the product of VCDD and AMFD from the data file by AMFM to obtain a modified form of VCDD (VCD'D): VCD'D = (VCDD*AMFD)/AMFM.

VCDD is vertical column density of satellite and VCDM is for model.

This procedure is looking for modification of OMI observations.

2) From Kumar et al., 2012: The procedure for transforming the WRF-Chem simulated tropospheric column NO2 abundances for comparison to OMI and GOME-2 retrievals is different from that used for TES and MOPITT. This procedure requires the user to calculate the tropospheric averaging kernels (Atrop) through the following equation:

Atrop=A*(AMF/AMFtrop)

where A is the total column averaging kernel and AMF and AMFtrop are the air mass factors for the total columns and tropospheric columns, respectively. The tropospheric averaging kernels are then applied to the tropospheric vertical profiles of NO2 simulated by WRF-Chem.

This procedure is looking for modification of WRF-CHEM outputs.

Now my questions:

1) Are above ways exactly the same? If not, which one is more accurate?

2) Is AMF (total air mass) equivalent to sum of AMFtrop and AMFstr; because I could not find an AMF variable in HDF of OMI.

3) It seems only daily granule OMI observations do have needed variables to perform the comparison: http://aurapar2u.ecs.nasa.gov/opendap/Aura_OMI_Level2/OMNO2.003//2013/

The main problem of daily OMI observations is that they have very poor spatial resolution in pixels far from nadir (panoramic effect). See the attachment. I guess, there is an approach used in global product (instead of daily granules) that overlays two adjacent granule and makes these marginal observations less coarse; Am I right?

Is there any suggestion for doing so?

 Thank you in advance,

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