NavList:
A Community Devoted to the Preservation and Practice of Celestial Navigation and Other Methods of Traditional Wayfinding
Re: Latitude by Talcott-Horrebow Method
From: Paul Hirose
Date: 2018 Nov 8, 23:30 -0800
From: Paul Hirose
Date: 2018 Nov 8, 23:30 -0800
On 2018-11-07 16:15, Brad Morris wrote: > Okay, so now I am just a bit confused. The geoditic monuments that > Peter mentioned must have their asigned latitude and longitude changed > as they move about due to plate tectonics, or so it is stated. But are > they also reassigned as a function of pole wander? No. In fact, the x and y polar motion values published by the IERS are measured with respect to the ITRS pole (which for practical purposes is identical to the WGS84 pole). For instance, the wandering pole in the diagram below is depicted on the fixed grid of the ITRS. http://hpiers.obspm.fr/eop-pc/index.php?index=pm&lang=en > If not, then how are the two systems aligned. Example of confusion. > I take my GPS receiver to a geoditic monument. The GPS ephemeris > updated to include pole wander, as per Paul. So the geoditic latitude > will NOT match the GPS latitude. To the contrary, the coordinates *will* match due to the peculiar way the quasi Keplerian orbital elements of the GPS satellites are constructed. Normally, Keplerian elements yield a satellite position in some inertial (non-rotating) coordinate system. But the GPS "Keplerian" elements yield a satellite position with respect to the WGS84, which rotates in space once per day. Furthermore, it's a wobbly rotation since the WGS84 pole is misaligned with the axis of rotation by tenths of an arc second. I had never heard of Keplerian elements used this way and wouldn't have thought it possible. The rotation of Earth and the pole offset are baked into the orbital elements so the solution comes out in the WGS84. What would Kepler have thought?