From: davidD AT qimr DOT edu DOT au (David Duffy) Newsgroups: comp.os.msdos.djgpp Subject: Re: Orbits, planets, PLEASE HELP! Date: 1 Apr 1998 23:54:11 GMT Organization: Queensland Institute of Medical Research Lines: 15 Message-ID: <6fuk33$m3f$1@nargun.cc.uq.edu.au> References: <199803271656 DOT SAA33090 AT ieva06 DOT lanet DOT lv> Reply-To: davidD AT qimr DOT edu DOT au NNTP-Posting-Host: panther.qimr.edu.au To: djgpp AT delorie DOT com DJ-Gateway: from newsgroup comp.os.msdos.djgpp Precedence: bulk Andris Pavenis (pavenis AT laima DOT acad DOT latnet DOT lv) wrote: : > From: NOSPAMsl AT psycode DOT com (Gili) : > Subject: Re: Orbits, planets, PLEASE HELP! : > > However, don't give up hope. Accurate equations for these things have : > > not been discovered for more than two bodies. (Look for references on : I havent seen much information about this in WWW so perhaps You'll : have to go to library or bookstore. You will find several web sites and programs for N-body problems, with some discussion of methods. To simulate a solar system say, however, unless you are a pedant, you could idealize the planetary orbits (and merely calculate the orbits for spaceships etc based on the current planetary positions, masses etc) or use an almanac for our solar system.