QUOTE (Jeff7 @ Jan 10 2007, 08:59 PM)

I too would really love to see more models done with GR taken into account. I would have thought of this as being a "Duh" kind of thing - according to general relativity, as objects move faster, their mass increases.
Here are some papers that describe a full GR galaxy model:
General Relativity Resolves Galactic Rotation Without Exotic Dark Matterhttp://xxx.lanl.gov/PS_cache/astro-ph/pdf/0507/0507619.pdfA galaxy is modeled as a stationary axially symmetric pressure-free fluid in general relativity. For the weak gravitational fields under consideration, the field equations and the equations of motion ultimately lead to one linear and one nonlinear equation relating the angular velocity to the fluid density. It is shown that the rotation curves for the Milky Way, NGC 3031, NGC 3198 and NGC 7331 are consistent with the mass density distributions of the visible matter concentrated in flattened disks. Thus the need for a massive halo of exotic dark matter is removed. For these galaxies we determine the mass density for the luminous threshold as 10^{-21.75} kg.m$^{-3}.
Perspectives on Galactic Dynamics via General Relativityhttp://lanl.arxiv.org/PS_cache/astro-ph/pdf/0512/0512048.pdfResponses to questions, comments and criticism of our recent paper "General Relativity Resolves.." are provided. It is emphasized that our model is entirely natural to describe the dynamics of an axially symmetric galaxy and that our solution, albeit idealized, contains the essence of the problem. The discontinuity of the metric derivative on the symmetry plane is necessarily interpreted as the effect of the mathematically idealized discontinuity of the gradient of the density and is shown to be naturally connected to the distributed volume density via the Gauss divergence theorem. We present arguments to the effect that for our approximate weak field model, we can choose the physically satisfactory mass distribution without an accompanying singular mass surface layer. To support this contention, we modify our solution slightly by removing the discontinuity with a region of continuous density gradient overlapping the $z=0$ plane. The alternative of invoking a surface layer leads to the presence of a negative mass surface layer approaching the numerical value of the positive mass continuous region. This is in contradiction with the assumed stationarity of the model. We find that a test particle behaves normally as it approaches the $z=0$ plane, the acceleration being towards the direction of this plane. This is in contradiction to the negative mass layer hypothesis as negative mass would repel the test particle. Thus, further support is added to the integrity of our original model.
Galactic Dynamics via General Relativity: A Compilation and New Developmentshttp://xxx.lanl.gov/PS_cache/astro-ph/pdf/0610/0610370.pdfWe consider the consequences of applying general relativity to the description of the dynamics of a galaxy, given the observed flattened rotation curves. The galaxy is modeled as a stationary axially symmetric pressure-free fluid. In spite of the weak gravitational field and the non-relativistic source velocities, the mathematical system is still seen to be non-linear. It is shown that the rotation curves for various galaxies as examples are consistent with the mass density distributions of the visible matter within essentially flattened disks. This obviates the need for a massive halo of exotic dark matter. We determine that the mass density for the luminous threshold as tracked in the radial direction is $10^{-21.75}$ kg$\cdot$m$^{-3}$ for these galaxies and conjecture that this will be the case for other galaxies yet to be analyzed. We present a velocity dispersion test to determine the extent, if of any significance, of matter that may lie beyond the visible/HI region. Various comments and criticisms from colleagues are addressed.
Unfortunately, the scientific community is just as prone to the 'bandwagon effect' as any other. Dark matter is the current 'Hot New Thing', and anybody in the field publicly disputing the hypothesis will certainly find it more difficult to advance in their career. This is nothing new, of course -- one recent example is Carl Woese, who discovered the Archaea as a separate domain of life (joining the Bacteria and the Eucaryotes) -- but before the idea was accepted, he suffered decades of hostility and attempts to block his career. He is retired now, and apparently still quite bitter about his treatment in the years before the domain 'Archaea' was accepted.
Bill