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On Fri, 16 Feb 2007 14:24:01 +0000 (UTC), bz
wrote: "George Dishman" wrote in roups.com: You should get the same as the conventional theory if you enter a distance of zero, a simple check to start. Then as you increase the distance the acceleration term will introduce a quadrature element which will change both the phase and amplitude. To keep the match to the amplitude, you can change the orbital inclination or the masses. NOTE: at zero distance, the photons would arrive from greatly different directions at all times. I think zero distance would actually put you (in Henri's model, using his program) at the center of gravity of the system. Yes the barycentre is OK to use. The travel time across the orbit is generally negligible for the purposes of determining bunching and brighness curves. I suspect the program would yield garbage out (or even crash). No it doesn't crash, It merely indicates no brightness variation. (actually it indicates a very variation because I had to add a small corection to avoid a log(0) situation. Of course, some would say that there are strong indications that it already does yield garbage out, for all distances. ![]() You can't laugh at the curves it produces bob. They match perfectly. |
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