Path: Orbit/OrbitCoord
% Transform pos. and vel. from inertial heliocentric frame to Sun-Earth/Moon barycentered rotating frame. The SEMR coordinate frame has xy in the ecliptic plane. +x points at the earth along the Sun-Earth line. +z normal to the ecliptic plane +y completes the right-handed system. Uses an analytic formula for the ecliptic longitude to define the rotation in the xy plane. Uses a constant value of the Earth rotation rate around the sun to transform the velocity. -------------------------------------------------------------------------- Form: [rSEMR,vSEMR,m] = SEMIToSEMR( jD, rSEMI, vSEMI ) -------------------------------------------------------------------------- ------ Inputs ------ jD (1,:) Julian date (days) rSEMI (3,:) Position vector in SEMI frame vSEMI (3,:) Velocity vector in SEMI frame ------- Outputs ------- rSEMR (6,:) Position vector in SEMR frame vSEMR (6,:) Velocity vector in SEMR frame m {:} Rotation matrix --------------------------------------------------------------------------
AC: ACData/ACTConstants SC: SCData/sCTConstants Common: CommonData/Constants Common: CommonData/xSplashSmall Common: Database/Constant Common: General/DeleteCell Common: Time/DTSToDTA Common: Time/Date2JD
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