In the Michelson-Morrey experiment, the magnitude of the optical path time difference ∆ t (∆ t 'after 90 degrees of rotation) determines the observable interference fringes and the number of fringes in the experiment. Now the key problem is to substitute the actual parameters into the specific situation indicated by the calculation, ∆ t=3.67 × 10-16s; ∆ t’ = -3.67 × 10-16s,
the size of the two is the same, and the sign is opposite, and they will correspond to the same interference fringe. That is to say, after the experimental device is rotated 90 degrees, it is reasonable that the interference fringe does not change, which has nothing to do with the problem of "ether" or "speed of light", that is, the "zero" structure of the experiment cannot explain any problem, and therefore no physical conclusions or judgments can be drawn. In the Michelson-Morrey experiment, the difference between the two optical path time differences before and after rotation is subtracted to obtain ∆=∆ t - ∆ t '≈ (l1+l2) v2/c3=2 × 3.67 × 10-16s,
there is no observable experimental result corresponding to this mathematical operation in the experiment, because the interference fringe is not positive or negative.