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I don't think there is anything, in principle, that would prevent
Next question. Let's ignore the 'slight bump' but keep in mind that the
rocket DOES have a finite size. If our experiments are accurate enough can
we not measure that two falling objects in the rocket will move closer to
each other because of the non-uniformity of a 'real' gravitational field,
than they would when the acceleration is 'caused' by the rocket blast?
I'm familiar with the word 'local' used to describe the principle of
equivalence and GR, but is there a fundemental arguement that forbids our
experimentally distinguishing between the divergent gravitational field and
the uniform acceleration of the rocket??