I have some doubts about ERA-Interim datasets after going through some posts in this forum, and wish someone can give me some guidance and comments.
The ERA-Interim data used comes from http://rda.ucar.edu/datasets/ds627.2/, 6 hourly, thus for the forecast variables, such as precipitation and heat flux, data is provided on hour 06, 12, 18, 24.
From the official website of ERA-Interim, http://www.ecmwf.int/products/data/arch ... erminology, it can be found:
14. Many fields have seconds in their units e.g. precipitation and radiation fields. How can instantaneous values be calculated?
Some forecast fields (fluxes) are accumulated from the start of the forecast, so to get averaged values you need to divide by the length of the forecast (the forecast step). In this way the average between the start of the forecast and the forecast step is obtained. To obtain the average between two forecast steps (e.g. STEP1 and STEP2) it is necessary to retrieve the fields for the two steps
( FLD ( STEP1) and FLD( STEP2))
then calculate the difference and divide by the time difference in seconds:
( FLD( STEP2)- FLD( STEP1))/(( STEP2-STEP1)*3600).
34. What are the 'steps' for the surface daily fields in ERA-Interim?
The ERA-Interim data server surface archive has a mixture of analysis fields, forecast fields and fields available from both the analysis and forecast. The other daily archives have only analysis data.
If step 0 is chosen, then only analysed fields, which are produced for 0000, 0600, 1200 and 1800 UTC, are available.
If step 3, 6, 9 or 12 is selected then only forecast fields which are produced from forecasts beginning at 0000 and 1200 UTC, are available.
Thus, it can be concluded that:
(1) the forecast varialbles at 06, 12 hr are intialized and integrated from the reanalysis data at 00 hr, and similarly those at 18, 24hr are from reanalysis at 12 hr.
(2) the accumulated variables, e.g. precipitation and radiation fields, representes the time integral from the start of the forecast, so e.g. for solar surface radiation(ssrd), ssrd at 06hr(ssrd06 hereafter) reprensents its temporal sum from 00hr ~ 06hr, ssrd at 12hr(ssrd12 hereafter) for the period 00hr ~12hr, ssrd at 18hr(ssrd18 hereafter) for period 12hr ~ 18hr, and ssrd at 24hr(ssrd24 hereafter) for period 12hr ~ 24hr.
If that is correct, the temoral average ssrd, with its ROMS units W/m*m, should be caculated as ssrd06/(3600*6hr) with its central temporal point at 03hr, and (ssrd12-ssrd06)/(3600*6hr) at 09hr, ssrd18/(3600*6hr) at 15hr and (ssrd24-ssrd18)/(3600*6hr) at 21hr.
Instead of the simpily divided by 3hr or 6hr, just like the folowing posts:
viewtopic.php?f=23&t=2293&hilit=era+interim
http://stommel.tamu.edu/~baum/ecmwf.htmlW/m^2/s --> 1/(60*60*dt) W/m^2
viewtopic.php?f=14&t=2948&hilit=era+interim2. The "Surface solar radiation" in "W m**-2 s" needs to be converted into a "shortwave radiation flux" in "W m**-2".
shortwave radiation flux (W/m^2) = surface solar radiation (W/m^2/s) * 3600*3 s
swrad (W m-2) ssrd / (3*3600); 3-hour step
lwrad_down (W m-2) strd / (3*3600); 3-hour step
latent (W m-2) slhf / (3*3600); 3-hour step
sensible (W m-2) sshf / (3*3600): 3-hour step
rain (kg m-2 s-1) tp * Rho_w / (3*3600)
evaporation (kg m-2 s-1) e * Rho_w / (3*3600)
Best,