- #36
Nereid
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First let's clear up our terminology ... observational astronomers use the phrase 'gravitational lensing' rather loosely, referring to both 'true gravitational lensing' (what you expect from a straight-forward application of GR to the EM images of a distant object seen 'through' a closer, massive one - arcs, multiple images, magnification, etc), and image distortion as EM is deflected by passing 'near' a massive body (sometimes called 'weak lensing', or 'gravitational shear'; it's also the (in)famous 1919 eclipse photos through to Cassini, the Sun being the massive object).turbo-1 said:Well, we have fundamentally different views of this, so I'll try to state mine succinctly. First of all the picture of dark matter is not real in any sense - it is only a guess at how this invisible stuff "might" be distributed to explain the amount of "gravitational lensing" (a misnomer) observed through that cluster. I would like to see this same group show us how the dark matter needs to be distributed around a typical spiral galaxy in "just" such a way as to cause the differential rotations they exhibit. I'm afraid that dark matter gets very messy in that area.
As an optician, I am very interested in the behavior of light and other electromagnetic waves. Since detecting and measuring these radiations are the primary means by which we explore our universe, I am sensitive to quandries and puzzles regarding our understanding of light. You already know about some of my struggles with discordant redshift.
I suggest that we be parsimonious and NOT invoke the existence of dark matter to explain lensing. Right now, we know that massive objects exist, we know that massive objects distort space-time, and we know that light propogates through space-time. We have all the ingredients we need for lensing. The simplest explanation for "gravitational lensing" is that masses distort space-time and the distorted space-time refracts light passing through it, resulting in lensing. There is no need for dark matter, nor should we call this "gravitational" lensing. The lensing is cause by refraction of light passing through a space-time domain that is distorted by the presence of mass. The refraction is not caused by gravity (in the Newtonian sense). Newtonian gravity is an extremely weak force of attraction between massive bodies, and photons are not massive in any real sense. Their paths can be deflected however by differences density in the medium through which they travel - Space-Time.
How does mass distort space-time? Does it cause gradients in the distribution, orientation and/or energy state of the basic units of space-time? These are the questions that will have to be answered (probably by the LQG or String people) before quantum physics and relativity can be united.
Next, let's see if we agree on 'nearby' examples of 'lensing'. AFAIK, deflection of EM has been observed in our solar system, by both the Sun and Jupiter, and the most accurate data are consistent with GR to 1 part in ~104; in these cases, the mass of the Sun (and Jupiter) are obtained independently of the deflection, and those mass estimates are consistent with a great deal of physics. Does either turbo-1 or Garth have an alternative theory to account for these solar system observations?
Within the Milky Way, a number of programs have detected transient gravitational lens events - a massive object passes into the line of sight from Earth to a distant star, the star appears to brighten, then fade. This is usually interpreted as the lensing object being a closer star. Again, the observations are consistent with GR, and include caustic crossing events as well as later, direct observations of the lensing star. (If any reader is unfamiliar with this work, please say so and I'll post links). Does either turbo-1 or Garth have an alternative theory to account for these Milky Way (and LMC/SMC?) observations?
For relatively nearby galaxies, SDSS researchers have published papers showing the average radial distribution of mass around the galaxies, from the 'shear' distortions in images of more distant galaxies. This work is statistical; the 'shear signal' is quite weak, but shows up clearly when many galaxies are analysed (and there's no shear signal around bright stars - as expected). It's here that DM becomes evident - the mass required to produce the observed shear (and its distribution) are larger than that inferred from the light observed from these galaxies. Does either turbo-1 or Garth have an alternative theory to account for these relatively local galaxy observations?