| /dports/astro/geographiclib/GeographicLib-1.52/src/ |
| H A D | AzimuthalEquidistant.cpp | 23 real sig, s, azi0, m; in Forward() local
24 sig = _earth.Inverse(lat0, lon0, lat, lon, s, azi0, azi, m); in Forward()
25 Math::sincosd(azi0, x, y); in Forward()
34 azi0 = Math::atan2d(x, y), in Reverse() local
37 sig = _earth.Direct(lat0, lon0, azi0, s, lat, lon, azi, m); in Reverse()
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| H A D | Gnomonic.cpp | 32 real azi0, m, M, t; in Forward() local
36 t, azi0, azi, m, M, t, t); in Forward()
42 Math::sincosd(azi0, x, y); in Forward()
50 azi0 = Math::atan2d(x, y), in Reverse() local
56 GeodesicLine line(_earth.Line(lat0, lon0, azi0, in Reverse()
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| H A D | CassiniSoldner.cpp | 84 real azi0, t; in Reverse() local
85 _meridian.Position(y, lat1, lon1, azi0); in Reverse()
86 _earth.Direct(lat1, lon1, azi0 + 90, x, lat, lon, azi, rk, t); in Reverse()
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| /dports/astro/geographiclib/GeographicLib-1.52/matlab/geographiclib/ |
| H A D | projdoc.m | 19 % [~,azi0,~,~,m,M] = geoddistance(lat0,lon0,lat,lon)
20 % rho = m./M, x = rho.*sind(azi0), y = rho.*cosd(azi0)
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| H A D | cassini_inv.m | 36 [lat1, lon1, azi0] = geodreckon(lat0, lon0, y, 0, ellipsoid);
38 geodreckon(lat1, lon1, x, azi0 + 90, ellipsoid);
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| H A D | eqdazim_inv.m | 47 azi0 = atan2dx(x, y); variable
50 geodreckon(lat0, lon0, s, azi0, ellipsoid);
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| H A D | eqdazim_fwd.m | 48 [s, azi0, azi, ~, m, ~, ~, sig] = ...
50 [x, y] = sincosdx(azi0);
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| H A D | gnomonic_fwd.m | 56 [~, azi0, azi, ~, m, M] = geoddistance(lat0, lon0, lat, lon, ellipsoid);
58 [x, y] = sincosdx(azi0);
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| H A D | gnomonic_inv.m | 63 azi0 = atan2dx(x, y); variable
72 geodreckon(lat0(g), lon0(g), s(g), azi0(g), ellipsoid);
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| /dports/astro/geographiclib/GeographicLib-1.52/java/src/main/java/net/sf/geographiclib/ |
| H A D | Gnomonic.java | 224 double azi0 = GeoMath.atan2d(x, y); in Reverse() local
233 _earth.Line(lat0, lon0, azi0, GeodesicMask.LATITUDE in Reverse()
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| /dports/science/py-pygeodesy/PyGeodesy-21.9.16/pygeodesy/geodesicx/ |
| H A D | gxline.py | 192 def azi0(self): member in _GeodesicLineExact
|