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- Path: sparky!uunet!ulowell!m2c!bu.edu!weyl.bu.edu!sbs
- From: sbs@weyl.bu.edu (Stephen Selipsky)
- Newsgroups: sci.astro
- Subject: Re: "Modeling" the Expanding Universe?
- Message-ID: <108671@bu.edu>
- Date: 28 Jan 93 21:26:54 GMT
- References: <Jan.25.00.49.10.1993.28941@ruhets.rutgers.edu> <1k01r5INNr52@gap.caltech.edu> <schumach.727998698@convex.convex.com> <C1KnCo.5rH@well.sf.ca.us>
- Sender: news@bu.edu
- Reply-To: sbs@weyl.bu.edu
- Organization: Boston University Physics Department
- Lines: 58
-
-
- In article <C1KnCo.5rH@well.sf.ca.us>,
- metares@well.sf.ca.us (Tom Van Flandern) writes:
- ...
- |> Distant objects do not move through space at all, much less slow due
- |>to the gravity of other objects. Since the universe is supposed to be
- |>homegeneous and isotropic on the large scale as seen by every observer, in
- |>what direction could a "slowing" possibly act?
- ...
-
- sbs:
- The "slowing" acts in the direction connecting each observed moving
- object to the observer watching it. You can use Newtonian intuition;
- every pair of points defines center and surface of a sphere (or two),
- and Birkhoff's theorem eliminates dynamical effects of matter outside
- the sphere, so the matter on the surface of the sphere is slowed by the
- attraction of matter inside the sphere. This viewpoint is symmetrical
- between which point is the center and which is on the surface, so either
- way separation velocities decrease.
-
- |>
- |>and sbs@weyl.bu.edu (Stephen Selipsky) writes:
- |>
- |>> nothing weird and nonlinear happens; the Solar system just gets crushed
- |>> as all that external matter crashes in. "The fall doesn't kill you, it's
- |>> when you hit the bottom".
- |>
- |> If all of space is uniformly contracting when the matter density is
- |>uniform, and the only exception is a spot of nearly infinite matter
- |>density, the stress-energy is surely higher there than elsewhere. Why
- |>would this operate to *nullify* an ongoing general contraction? The sign
- |>is wrong.
- |>
- |> The extra space is supposed to be continuously created out of the big
- |>bang. Why does the new space that tries to appear in, e.g., the solar
- |>system get suppressed so that it never appears at all, or appears somewhere
- |>else? -|Tom|-
-
- sbs:
- As you say, space has *much more curvature* near the local extra mass
- than it does in the rest of the universe. (Gravitational deceleration
- of an object leaving the Sun is indeed much greater than the Hubble
- deceleration.) And that's the point; the curvature of local space is
- dominated by the amount of local collapsed matter, which is pretty much
- *constant*, so the metric nearby is also *constant*. No expansion or
- contraction. In the rest of the universe, density is *changing* due to
- the contraction or expansion, which changes the metric, equivalent to
- more expansion/contraction. This is why the density determines the
- Hubble parameter ("velocity"), not only the "acceleration" q, a point
- that sometimes confuse people.
- When the rest of the universe (*) gets so dense that its changing
- density is significant relative to the density of the Solar system
- (or local supercluster), *then* you'll see the local metric start to
- change with time! Not otherwise; GR is a local theory.
-
- Regards, -- stephen.
-
- (*)The boundary condition for the local Schwarzchild metric.
-