Code covered by the BSD License
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D=Rotate_ecf2tcs(origin)
% Rotate free ecf vector into alignment with tcs
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EarthModel
% Define the constants for the WGS-84 ellipsoidal Earth model.
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Get_DirCos_ForwardT (A, Matri...
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OMEGA=tcs2ecfR(origin)
Generate tcs2ecf rotation matrix
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[R,PHI,x,y,Surf]=SurfaceTCSma...
% Generate uniformly spaced topocentric x-y maps of surface height, range, and bearing
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[llh]=tcs2llhT(tcs,origin);
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[range,stheta,ctheta]=GHorizo...
% Compute surface ellipsoid intercept of ray to surface
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[stheta, ctheta]=Source2Ellip...
% Compute direction of ray from source to surface intercept at range
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[tcs]=llh2tcsT(llh,origin);
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[zsurf, llh_srf]=tcs2heightT(...
% PURPOSE: Compute tcs z distance above surface (WGS84 ellipsoid)
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ecf2uvwT( ecf, origin )
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ecf=llh2ecfT(llh)
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llh=ecf2llhT(ecf)
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tcs2ecfT(tcs,origin);
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tcs2tcs(tcs1,origin1,origin2)
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tcs2uvwT( tcs, origin)
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utm2deg(xx,yy,utmzone)
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uvw2ecfT(UVW,origin)
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uvw2llhT ( uvw, origin )
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uvw2tcs(uvw, origin)
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wgs2utm(Lat,Lon)
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Demo_DataSpace2Surface.m
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Demo_Transformations.m
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Demo_tcs2height.m
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DisplayRadarHorizon.m
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RadarMappingDemo.m
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View all files
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| File Information |
| Description |
A collection of utilities for translating GPS coordinates to related coordinate systems (Earth Centere Fixed, Topocentric, UTM) with auxiliary routins for horizon computation and ray ellipsoid intercepts. |
| MATLAB release |
MATLAB 7.11 (R2010b)
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