It appears that mass is not an intrinsic property of a thing, but rather, depends on all other matter in the universe. I would like further explanation. Here is a quote from Mendal Sach in an article in Physics Today (Feb, 1969) entitled "Space, Time and Elementary Interaction in Relativity"…
"The derived mass field depends upon the curvature of space-time. The latter geometrical property is, in turn, a manifestation of the mutual coupling of all the matter within the closed system. Thus, if the rest of the universe should be depleted of all matter, the mass of the remaining electron, say, should correspondingly go to zero. The derived field relationship is then a quantitative expression of the Mach principle because here the inertial mass of any amount of matter is indeed a well defined function of its dynamic coupling with all of the other matter within the entire closed system."
2007-03-10
06:22:37
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5 answers
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asked by
eroticohio
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Science & Mathematics
➔ Physics
So if the mass of an electron would drop to zero, would the mass of a bowling ball (relative to its mass in the current universe) decrease if it were the only thing in existence? If a galaxy far, far away suddenly ceased to exist, would all objects on earth suddenly have less mass? Or, if the galaxy was 8 million light years away, would it take 8 million years for the earth's mass to drop? (Note: I know it would take 8 million years for earth to "feel the effects" in the ordinary sense that any change ripples through the universe at the speed of light, but I'm wondering if this calculation for change in mass is dependent on distance in this same way.)
2007-03-10
06:23:30 ·
update #1