@dalehileman,
dalehileman wrote:I've used several different models but as I recall, the last was one in which I leave you instantaneously at (nearly) c and you see my clock stop, my ship shorten, etc; and looking out my rear window I see the same effects with you. Then (a) when I reach Mars I fire my retros, returning at (nearly) c; or (2) I bypass Marty's home base, returning home only after circumnavigating the Universe
Last I knew, you had two travelers passing by in opposite directions.
So your model involves one traveler and one stationary person?
Does the traveler accelerate (change reference frames) at the start of the model, or was this traveler going at their current speed all along?
Does the traveler decelerate (change reference frames) when passing by again after circumnavigating the universe, or just speed on by a second time?
dalehileman wrote:Getting back to the twins, I'm not sure how it's typically orchestrated.
It's your model. Orchestrate it any way you want.
But I won't be able to figure out the result and explain it unless you specify the details of your model.
dalehileman wrote:Then of course the q is, if our time relationship is perfectly reciprocal, and if it isn't the acceleration that had caused my clock to stop (to you) why we aren't still the same age. Thus the "stationary" or "preferred" frame
If you have a traveler who accelerates, and one person who is left behind without accelerating, the time relationship is not perfectly reciprocal.
If the traveler was already going fast from the start (i.e. stays in the same frame of reference), that would be reciprocal, as neither party will have accelerated in that case.
However, I'm still waiting for you to tell me whether there is acceleration at either the beginning or end of your model. If I'm to explain the results of a model to you, I
need to know about
every instance of acceleration that occurs within your model.