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In article <[EMAIL PROTECTED]>, Igor <[EMAIL PROTECTED]> writes: > Check out this link: > http://www.newtonphysics.on.ca/Anomalous/Acceleration.html It's an interesting idea. While I didn't check the calculations in detail, the method looks correct, and it certainly appears to produce an upper limit for the density of the Kuiper Belt of 1.4E-19 g cm^-3. What I wonder is how reasonable that density is. It seems awfully high to me. At a "normal" gas to dust ratio of 100, that's about 8E6 hydrogen atoms per cubic centimeter. I suppose one could argue that the gas is depleted, or maybe this density is reasonable. Anybody able to comment? One clear mistake in the web page is the assertion that the IRAS data show the Kuiper Belt. Dust in the KB is far too cold to have been seen by IRAS. The IRAS data sample the Zodiacal cloud roughly 1 AU from the Sun. (Of course the data average over a range of distances.) That's why the data are depicted as blue in the figure: they represent the 12 micron observations. COBE produced much better data on the Zodiacal cloud, leading to detailed models. However, not even the COBE data detect dust at the KB distance from the Sun. The expected temperature is roughly 75 K at 30 AU. -- Steve Willner Phone 617-495-7123 [EMAIL PROTECTED] Cambridge, MA 02138 USA (Please email your reply if you want to be sure I see it; include a valid Reply-To address to receive an acknowledgement. Commercial email may be sent to your ISP.)
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