I need to define equal area projections for various countries around the world (in proj4 terms). I’ve taken a stab and designing them myself but would like to verify that my method is correct.

For example, for the part of the world encompassing Borneo, Malaysia and Papa New Guinea, I’m modifying the ESRI: 102028 projection for South Asia using the 1/6 rule.

The lat span of interest is 6.7 to -11.82 degrees so a range of 18.52 deg. 1/6 of this is 3.08.

lat_1 = 1/6 south of my northern extreme = 6.7 - 3.08 = 3.62

lat_2 = 1/6 north of my southern extreme = -11.82 + 3.08 = -8.74

I would also readjust the central longitude to 117 degs.

So rounding a bit, my new projection is:

"+proj=aea +lat_1=4 +lat_2=-8 +lat_0=0 +lon_0=117 +x_0=0 +y_0=0 +ellps=WGS84 +datum=WGS84 +units=m +no_defs"

Can someone confirm that I’m thinking about this correctly?

  • Re 2) I think your reasoning is fine. If area is all that matters you could use a more strictly area-preserving projection like Lambert Azimuthal Equal Area (laea), but it really depends what compromises you need it for. It's likely that only you can judge those. Another good resource is here: progonos.com/furuti/MapProj/Normal/ProjCon/projCon.html
    – mdsumner
    Jul 13, 2017 at 3:38
  • And this one projectionwizard.org
    – mdsumner
    Jul 13, 2017 at 20:43

1 Answer 1


Yes, your approach is correct. However, for areas near the equator, like in your case, you can also consider custom cylindrical equal-area projection. Albers is usually used for mid-latitudes and the Lambert azimuthal equal-area for polar regions.

Projection Wizard (projectionwizard.org) returns you this: enter image description here

You can select any central meridian you want in this case. It won't effect on distortion of your map.

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