Parallax by day

Posted by ayiomamitis
on Thursday, October 15, 2009

by Anthony Ayiomamitis 

 

The near-occultation of Regulus by the Moon during the afternoon of May 23, 2007 was the basis for the image above where the author and a very good friend (Pete Lawrence) coordinated their efforts so as to capture the apparent location of Regulus near the Moon and as observed from Athens, Greece and Selsey, UK. With a physical difference of approximately 2370 km between the two observers, analyses before the event suggested a favourable and dramatic difference in the apparent location of Regulus between the two observers and which was confirmed as per the image below (the view from Athens involves Regulus nearest the lunar limb below whereas the view from Selsey involves Regulus furthest from the lunar limb below). By studying the shift in the apparent location of Regulus in conjunction with the distance between the two ground-based observers, one can derive an estimate as to the parallax angle and eventually the moon's empirical distance from earth. The parallax angle in this particular example was computed to be 1113.6" (ie. 0.3093°) and, in conjunction with the physical distance of 2370 km between the two observers, suggests an Earth-Moon distance of 438,988 km which is 10% higher than the actual distance (395,520 km) at the time these coordinated images were taken. However, if a correction is applied so that Athens and Selsey are on the same physical plane when facing the moon, the computed distance is now 404,897 km or in error by only 2.37%. Hipparchus of Rhodes (190-120 BC) must be proud! Technical Details: Date: May 23, 2007 19:09:31 UT+3 Location: Athens, Greece (38.2997° N, 23.7430° E) / Selsey, United Kingdom (50.72° N, 00.78° W) Equipment: AP 160 f/7.5 Starfire EDF, AP 1200GTO GEM, Canon EOS 300d / Celestron C14 SCT, Celestron CGE GEM, SKYnyx 2-0M Exposures: 1 x 1/1600 sec, ISO 800, RAW Image Format, 3072x2048 image size, Manual Mode / 1 x 0.0035 sec, 60 fps, 1x1 binning Further Details: http://www.perseus.gr/Astro-Lunar-Parallax.htm
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