Albert A. Michelson

Biographical details

Portrait of Albert A. Michelson Albert A. Michelson,  On the relative motion of the earth and the luminiferous æther (1887)

“ It may be noticed that most writers admit the sufficiency of the explanation according to the emission theory of light; while in fact the difficulty is even greater than according to the undulatory theory. For on the emission theory the velocity of light must be greater in the water telescope, and therefore the angle of aberration should be less; hence, in order to reduce it to its true value, we must make the absurd hypothesis that the motion of the water in the telescope carries the ray of light in the opposite direction! ”
Source: Gutenberg

Portrait of Albert A. Michelson Albert A. Michelson,  Experimental Determination of the Velocity of Light

“ In other words, besides the image coinciding with a, there would be two images, one on either side of a, and in case there were more than two portions having different inclinations there would be formed as many images to correspond. If the surfaces are not plane, the only effect is to produce a distortion of the image.
As no multiplication of images was observed, and no distortion of the one image, it follows that the distortion of the mirror was too small to be noticed, and that even if it were larger it could not affect the deflection.
”
Source: Gutenberg

Portrait of Albert A. Michelson Albert A. Michelson,  Experimental Determination of the Velocity of Light

“ If the speed of rotation varied in the same manner in each revolution of the mirror, the chances would be that, at the particular time when the reflection took place, the speed would not be the same as the average speed found by the calculation. Such a periodic variation could only be caused by the influence of the frame or the pivots. For instance, the frame would be closer to the ring which holds the mirror twice in every revolution than at other times, and it would be more difficult for the mirror to turn here than at a position 90° from this. ”
Source: Gutenberg

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