Regional Map Projections and Plotting Using WRF-ARW

 
Geogrid assignment
answers and discussion
 
ATM 419/563
Spring 2019
Fovell
 
1
 
Results
 
Specified resolution = 48 km
 
Lambert1
 
Lambert2
 
Polar
 
Mercator
 
‘Lat-lon’ projection
 
WRF-ARW also permits a ‘lat-lon’ (cylindrical equidistant)
projection that can be used for regional (e.g., non-global)
domains.  It’s a little trickier to use.
Modifications for namelist.wps
map_proj = ‘lat-lon’
dx, dy need to be specified in 
degrees 
instead of kilometers
degrees ~ kilometers/111.11
Need to move computational (as opposed to real) pole location
(pole_lat) to minimize map distortion.  For N Hemisphere:
pole_lat = 90.0-ref_lat
The standard longitude is antipodal to its usual value to orient
the map the way you expect
stand_lon = -1*ref_lon
 
Lat-lon with
  pole_lat=41.4
 
Mapfac_m:
  min 1.0
  max 1.02439
 
 
 
(very competitive
with Lambert)
 
Plots using python
 
Using wrf-python
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Explore different map projections such as Lambert, Polar, Mercator, and Lat-lon in the context of WRF-ARW model. Learn about specifying grid spacing, map factors, and pole location adjustments. Discover how to create plots using Python with wrf-python for regional domains.

  • Map Projections
  • WRF-ARW
  • Grid Spacing
  • Plotting
  • Python

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  1. Geogrid assignment answers and discussion ATM 419/563 Spring 2019 Fovell 1

  2. Results Specified resolution = 48 km Projection Map factor min Map factor max Grid spacing largest Grid spacing smallest Lambert #1 1.0 1.02673 48.0 46.6 Lambert #2 0.965648 1.00756 49.5 47.5 Polar 0.931069 1.10986 51.6 43.2 Mercator 0.802691 1.3075 60.0 36.7

  3. Lambert1

  4. Lambert2

  5. Polar

  6. Mercator

  7. Lat-lon projection WRF-ARW also permits a lat-lon (cylindrical equidistant) projection that can be used for regional (e.g., non-global) domains. It s a little trickier to use. Modifications for namelist.wps map_proj = lat-lon dx, dy need to be specified in degrees instead of kilometers degrees ~ kilometers/111.11 Need to move computational (as opposed to real) pole location (pole_lat) to minimize map distortion. For N Hemisphere: pole_lat = 90.0-ref_lat The standard longitude is antipodal to its usual value to orient the map the way you expect stand_lon = -1*ref_lon

  8. Lat-lon with pole_lat=41.4 Mapfac_m: min 1.0 max 1.02439 (very competitive with Lambert)

  9. Plots using python Using wrf-python

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