The Fabric of the Cosmos: Space, Time, and the Texture of Reality

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Authors: Brian Greene
Tags: science, Cosmology, Physics, Astronomy, Popular works, Universe
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one modern reading of ideas often attributed to Mach 2 —let's go back to the bucket for a moment. There is something odd about Newton's argument. The bucket experiment challenges us to explain why the surface of the water is flat in one situation and concave in another. In hunting for explanations, we examined the two situations and realized that the key difference between them was whether or not the water was spinning. Unsurprisingly, we tried to explain the shape of the water's surface by appealing to its state of motion. But here's the thing: before introducing absolute space, Newton focused solely on the bucket as the possible reference for determining the motion of the water and, as we saw, that approach fails. There are other references, however, that we could naturally use to gauge the water's motion, such as the laboratory in which the experiment takes place—its floor, ceiling, and walls. Or if we happened to perform the experiment on a sunny day in an open field, the surrounding buildings or trees, or the ground under our feet, would provide the "stationary" reference to determine whether the water was spinning. And if we happened to perform this experiment while floating in outer space, we would invoke the distant stars as our stationary reference.
    This leads to the following question. Might Newton have kicked the bucket aside with such ease that he skipped too quickly over the relative motion we are apt to invoke in real life, such as between the water and the laboratory, or the water and the earth, or the water and the fixed stars in the sky? Might it be that such relative motion
can
account for the shape of the water's surface, eliminating the need to introduce the concept of absolute space? That was the line of questioning raised by Mach in the 1870s.
    To understand Mach's point more fully, imagine you're floating in outer space, feeling calm, motionless, and weightless. You look out and you can see the distant stars, and they too appear to be perfectly stationary. (It's a real Zen moment.) Just then, someone floats by, grabs hold of you, and sets you spinning around. You will notice two things. First, your arms and legs will feel pulled from your body and if you let them go they will splay outward. Second, as you gaze out toward the stars, they will no longer appear stationary. Instead, they will seem to be spinning in great circular arcs across the distant heavens. Your experience thus reveals a close association between feeling a force on your body and witnessing motion with respect to the distant stars. Hold this in mind as we try the experiment again but in a different environment.
    Imagine now that you are immersed in the blackness of
completely
empty space: no stars, no galaxies, no planets, no air, nothing but total blackness. (A real existential moment.) This time, if you start spinning, will you feel it? Will your arms and legs feel pulled outward? Our experiences in day-to-day life lead us to answer yes: any time we change from not spinning (a state in which we feel nothing) to spinning, we feel the difference as our appendages are pulled outward. But the current example is unlike anything any of us has ever experienced. In the universe as we know it, there are always other material objects, either nearby or, at the very least, far away (such as the distant stars), that can serve as a reference for our various states of motion. In this example, however, there is absolutely no way for you to distinguish "not spinning" from "spinning" by comparisons with other material objects; there
aren't
any other material objects. Mach took this observation to heart and extended it one giant step further. He suggested that in this case there might also be no way to
feel
a difference between various states of spinning. More precisely, Mach argued that in an otherwise empty universe there is
no distinction
between spinning and not spinning—there is no conception of motion or acceleration if there are no

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