Neville, From the Artemis site; F= 0.015 N (the constant thrust of Rita) and payload plus propellant mass ~ 2000 kg. So Acc = F/m = 7.5 *10-6 m/s2 For const acc, the final velocity is vf = at. Suppose Rita is aimed radially down for 12 hours, then up for 12 hours, for 340 days. After each day it will stop rising. After 12 hours : vf = at = 7.5 *10-6 m/s2 * 12hrs * 3600sec/hr = .32 m/s The average velocity v is half of this, v = .16 m/s. (for both the first and last 12 hours). The distance traveled in 12 hrs is d=vt = .16 m/s * 12hr * 3600 sec/hr ~= 7 km; each day Artemis rises ~ 14 km. (The site says 15 km/day) 14 km/day* 340 days ~= 4800 km = 4.8 Mm. The site gives the change in altitude as (3.6 - 3.1) Mm = 5 Mm. The simple alternation of thrust direction every half day explains the motion described for Artemis, using the 2nd law and the kinematic equations for constant acceleration. Robert -----Original Message----- From: geocentrism-bounce@xxxxxxxxxxxxx [mailto:geocentrism-bounce@xxxxxxxxxxxxx]On Behalf Of Neville Jones Sent: Tuesday, June 12, 2007 4:57 PM To: geocentrism@xxxxxxxxxxxxx Subject: [geocentrism] Re: New paper Robert, I amended the computer program and ran it through again, using 171.5 days for thrust directed towards the World and 171.5 days for thrust directed away from the World. Assuming Eqs. 9 and 11 in "Geosynchronous satellites in a geostationary universe" hold, then we obtain v = 0 m/s s = 1.062 x 10^9 m This would result in a satellite over 30.5x higher than the altitude of the 'parking orbit'. I will now try to obtain further details. Neville. _____ Prevent accessing dangerous websites - Protect your computer with Free Web Security Guard! More information at www.inbox.com/wsg <http://www.inbox.com/wsg>