The main differences between me and KerrMetric is that he has far more wisdom and less patience in not stooping to your level of mangling science. But I don't. I'm addicted to pedagogy at heart and something inside me dies every time I see sound-minded, rational and clearly intelligent people like you mangle the science you don't understand.
The age/expansion model is needed to make the evolutionary math work. The scale has to be broadened enormously to make something besides God the "ancient of days."
So which of the
Vatican's astronomers are supporting the Big Bang theory to overthrow God?
As for expansion, contraction, etc., in the last 100 years there have been a series of changing views on the subject about whether we are expanding, accelerating, etc. All views depend upon the activity of a theorized energy no one has seen.
http://globetrotter.berkeley.edu/people6/Peebles/peebles-con5.html
And then convention essentially calls us creationists unreasonable for our failure to provide a scientific model for a six day creation. Their models are built upon enormous assumptions and we get killed for not following suit. Silly.
The difference is that when modern science reforms its views, it reforms them on the basis of evidence. If you want to reform modern science's views, you need to present evidence. And the evidence to the contrary, sadly, is simply utterly lacking.
The rest of the post is simply busterdog saying "We don't know much about dark matter and dark energy therefore the scientists are talking nonsense and I'm right." A simple Google search identified two particularly helpful sources for this:
Baryon Acoustic Oscillations (PDF - non-technical)
Cosmology from Start to Finish (quite technical in the middle)
Essentially the evidence for dark energy comes observationally from two completely separate surveys: high-redshift supernova surveys and combined data from WMAP, AAT-2dF and SDSS. (Weird acronyms to be explained later.)
The supernova survey is pretty straightforward. Type Ia supernovae are good standard candles for which we can get a reliable distance. Plot observed redshift against distance. And what do we get? A graph in which past a certain threshold distance, the farther away the supernovae, the more their redshifts are
above what you'd expect from Hubble's Law. (And don't get your hopes up: there's no quantization there.) In Brian Schmidt's words, they ended up in a portion of the graph "that didn't even exist for us back then - they were off the scale!" (So much for astronomers being resistant to new evidence.) Now, the best model we currently have for the Big Bang is a model called "Lambda-CDM" which I will abbreviate L-CDM (not knowing how to type Greek in Firefox) and using that model with the data they have, they came up with a Lambda of about 70%.
Enter WMAP, or the Wilkinson Microwave Anisotropy Probe. "Anisotropy" is a nerdy way of saying "uneven", and the probe was designed to do just that - measure how uneven the cosmic microwave background is. And boy, does it look bumpy!
Of course, this map was made with a sensitivity of 20 µK per 0.3° square pixel, and the temperature overall is 2.7-2.8K; we're talking a dollar in a million dollars' worth of bumpiness here. Nevertheless, what causes this bumpiness? One really big answer is something called "baryonic acoustic oscillations". According to the Big Bang theory, when the universe was a few hundred years old, its visible components were mainly a photon-baryon plasma - the photons couldn't get far because they were constantly absorbed and re-emitted by charged particles (which had too much energy to settle down into neutral atoms). Very broadly, pressure waves were set up in the plasma (reverberations of the original Bang, so to speak) and you could get little balls of coherently vibrating matter which would be more dense than the surrounding regions - however a region too large would be gravitationally unstable. (The PDF describes the same concept in different terms; it may be more helpful.)
Therefore there are roughly quantized values for how large an "acoustic peak" you can get in the CMB (which is a picture of the universe a moment before radiation decoupled from matter), in the same way that a string has certain resonant frequencies. And guess what WMAP (and other CMB instruementation) found?
Very (very!) roughly, this is a graph of how many "defects" you get in the CMB vs. their size. See that big first peak? Baryonic acoustic oscillations.
But we can also measure the topology of the universe from these measurements! How so? Here's a thought experiment: imagine you live on a sphere with an equatorial circumference of 4 units. (Thus, walking along the sphere, it takes at least 1 unit of distance to get from the North Pole to the Equator and another 1 unit to get from there to the South Pole.) You can start from the North Pole, walk 1 unit down to the Equator, make a 90-degree turn, walk 1 unit along the Equator, and make another 90-degree turn to come back to the North Pole - and you would return to the North Pole 90-degrees off from where you came. Now the path you walk would have been the same path light rays traveled on a curved universe - so an object 1 unit wide and 1 unit "away" (in terms of the sides of the triangle) would look 90 degrees wide in the sky. However, on a flat surface, a triangle with three sides of 1 unit each would have angles of 60-degrees - in a flat universe the same object 1 unit wide would look 60 degrees wide in the sky.
So we can compare the expected angular size of the defects in the CMB to their actual angular size dictated by theory. (How do we know the theory is right? Look at that one beautiful first peak - it's exactly what we would have expected if it was.) And guess what? The results show, just like for that triangle on a flat surface, that the Universe is pretty much flat on a large-scale.
Enter the Sloan Digital Sky Survey and the Anglo-Australian Telescope 2-degree Field Galaxy Redshift Survey (SDSS and AAT-2dF respectively). Both are essentially big surveys of the galaxies around us and their redshifts, coming up with large-scale structure resolution like these:
(Only 30% of the data points from the AAT-2dF have been rendered here, presumably due to hardware considerations. Note that there is obvious large-scale structure - and note that it is obviously
not quantization.) Essentially these surveys are able to measure the matter density of the surveyed areas, and very, very crudely (and I may be wrong) the matter density only agrees with CMB observations above of the topology of the universe if you insert ... 70% dark energy.
Wait a minute there!
High-redshift supernovae: ~70% dark energy.
CMB minus (low-)redshift galaxy surveys: ~70% dark energy.
Whaddya know! The two agree! Note that there is no observational reason for them to agree. They could only agree if the same theory predicted and explained them both.
You will point out, quite rightly, that the above analysis only makes sense if you assume the Big Bang theory. To which I reply, "That's
precisely what science is about." Assume a theoretical foundation, make falsifiable predictions, and verify or falsify. The important question is: if Big Bang theory is false,
why does it work? If there is something unaccounted for, why haven't we seen it? (In fact, to return to a strawman: no, scientists don't believe that the universe's expansion has always been accelerating. They think from the data that its acceleration only started relatively recently. So no, they aren't assuming that dark energy simply does its thing unmodified by the passage of time.)
Furthermore, this gives a good test for other theories as well. Take c-decay. If it doesn't subscribe to an initial Big Bang, then it can't explain baryonic acoustic oscillations. If it does: because the speed of light was much higher in the early universe, according to them, baryonic acoustic oscillations should be a lot larger than what we predict them today - but since we see the oscillations a lot smaller than they actually are, then
the universe must be extremely negatively curved. (Positive curvature, like that on a sphere, makes angular sizes bigger than they ought to be; zero curvature doesn't affect angular size at all, and negative curvature, like on a saddle, makes angular sizes smaller than they ought to be.) And what produces negative curvature? Certainly not normal matter; only
dark energy that accelerates the expansion of the universe can produce it! The upshot of it is that a c-decay theory needs more dark energy than the Big Bang itself! Pot, meet kettle.
Or take intrinsic redshift. Intrinsic redshift predicts that the high redshift of Type Ia supernovae is not due to velocity. So, the high-z supernovae survey data can't accommodate dark energy if you take this into consideration. However, intrinsic redshift doesn't affect the cosmic microwave background - and even if it did, it would only affect the
energy of the photons emitted, not their spatial distribution, and hence it wouldn't affect the
size of observations. Then you'd have the same discrepancy between CMB and galaxy surveys - and this time you wouldn't have the luxury of referring to dark energy because nothing else in your dataset could support it! Again, it raises more questions than it answers.
There are plenty of good reasons why conventional cosmology sticks with the Big Bang. None of them involve hidden, unproven, unfalsifiable conspiracy theories about the supremacy of evolution.