📄 vllwecef.m
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% vllwecef.m
% Scope: This MATLAB macro performs the transformation from wander azimuth
% local level frame to ECEF frame for a given position vector and
% reference latitude/longitude/wander azimuth angles.
% Usage: pecef = vllwecef(pllw,lat,lon,waz)
% Description of parameters:
% pllw - input, local level wander azimuth position vector (with
% components in meters)
% lat - input, reference latitude in radians
% lon - input, reference longitude in radians
% waz - input, reference wander azimuth angle in radians
% pecef - output, ECEF position vector, with components in same
% units as the input local level wander azimuth position
% vector
% Remark: The coordinate axes for wander azimuth local level frame are
% defined as follows:
% x - axis at wander azimuth angle counter-clockwise from East in
% local level plane,
% y - axis at wander azimuth angle counter-clockwise from North in
% local level plane,
% z - axis upward along local normal
% Last update: 04/04/00
% Copyright (C) 1996-00 by LL Consulting. All Rights Reserved.
function pecef = vllwecef(pllw,lat,lon,waz)
slat = sin(lat);
clat = cos(lat);
slon = sin(lon);
clon = cos(lon);
swaz = sin(waz);
cwaz = cos(waz);
temp1 = swaz * pllw(1) + cwaz * pllw(2);
temp2 = cwaz * pllw(1) - swaz * pllw(2);
temp3 = - slat * temp1 + clat * pllw(3);
pecef = zeros(3,1);
pecef(1) = - slon * temp2 + clon * temp3;
pecef(2) = slon * temp3 + clon * temp2;
pecef(3) = clat * temp1 + slat * pllw(3);
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