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researchv10 Norman
lox deg computes a loxodrome inclined at angle "deg" from the equator; deg=45 for NE, deg=-45 for SE. The loxodrome begins at lat,lon=0,0 and continues through north latitudes. The output fields are: phi latitude x coord of developed loxodrome y ditto theta (east!) longitude of point on loxodrome chi angle of inclination (slope) of developed loxodrome Both theta and chi increase continuously (beyond 360) map loxodromic deg options draws a map based on the developed loxodrome. The globe is cut along the antipodal loxodrome and points are displayed at true distance from the developed central loxodrome. The usual map options apply. Latitudes beyond 85 are deemed unplottable; higher latitudes could be squeezed out in some instances. sh dolox deg options makes the map with the boundary cut drawn. If option -o is present, it must be first, and it should be -o 90 ? ? (For uninvestigated reasons, the scale of an off-axis projection comes out a bit wrong, so you have to hand-tune the drawing of the boundaries, as has been done in "sh noedge"; see the differing -p options there. One contributor to the discrepancy: linear interpolation.) This projection uses the heavy artillery of a general integrator and a general equation solver from the port 3 library. This triples the size of the object code of map; moreover it requires a corrected version of subroutine ds7grd, not in the publicly available Port 3. Hence the loxodromic projection is not normally included in "map".
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