Thanks Thalion and H20. If I got it right then, <br /><br />argument of perihelion = longitude of perihelion - longitude of the ascending node. Therefore:<br /><br />Earth argument of perihelion = 102.94719 - -11.26064 = 114.20783°.<br /><br />Mars argument of perihelion = 336.04084 - 49.57854 = 286.4623°<br /><br />Wikipedia was actually right!!!<br /><br />Now concerning their angular positions at a given date, using JPL Horizons I get this cryptic result when positioning the observer at the center of the sun and looking at Mars on December 28, 2007:<br /><br />***********************************************************************************************************<br /> Date__(UT)__HR:MN R.A._(ICRF/J2000.0)_DEC APmag S-brt delta deldot S-O-T S-T-O<br />***********************************************************************************************************<br />$$SOE<br /> 2007-Dec-28 00:00 06 17 48.53 +24 40 23.6 0.47 4.07 1.57948401521819 1.9985202 0.0000 0.0044<br /><br />And when looking at Earth:<br /><br />2007-Dec-28 00:00 06 24 59.70 +23 18 50.0 n.a. n.a. .983369465924225 -0.0540944 0.0000 0.0058<br /><br /><br />Can someone explain how I can extract the longitude of observed planet from the above data?<br /><br />Many thanx again!<br /> <div class="Discussion_UserSignature"> <p><em>“An error does not become a mistake until you refuse to correct it.” John F. Kennedy</em></p> </div>