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- From: palmer@sfu.ca (Leigh Palmer)
- Newsgroups: sci.physics
- Subject: Re: Physics puzzle - antigravity device!
- Message-ID: <1992Nov23.193712.24932@sfu.ca>
- Date: 23 Nov 92 19:37:12 GMT
- References: <1992Nov20.075008.9708@Princeton.EDU> <1992Nov22.234125.13222@galois.mit.edu>
- Sender: news@sfu.ca
- Organization: Simon Fraser University
- Lines: 65
-
- In article <1992Nov22.234125.13222@galois.mit.edu> jbaez@riesz.mit.edu (John C.
- Baez) writes:
- >I just got back from the University of Utah, where the physics
- >department provided excellent hospitality. In particular, Richard Price
- >told me the following puzzle (our of a book of his, apparently).
-
- ... and I was shown excellent hospitality by their Philosophy Department when I
- visited in April. Must be a good place!
-
- >Part 1 - Place a conducting hollow (and evacuated) spherical
- >shell on the table. Since (at least some) of the electrons are free to
- >move in the conductive shell, gravity will pull them downwards a little
- >bit. Of course, when there are more electrons near the bottom of the
- >shell, they produce a repulsive electric field. Thus the electrons will
- >come into an equilibrium where there are slightly more electrons near
- >the bottom of the shell - distributed in such a way that the electric
- >field they produce is just enough to cancel the gravitational pull on
- >the electrons. (This effect will be very small.) Show that the
- >resulting configuration has the following nice property: for any
- >electron placed *inside* the evacuated shell, the gravitation downwards
- >force will be equal and opposite to the electrostatic force created by the
- >electrons on the shell.
- >
- >This part is for real, and according to Price this effect has actually
- >been observed. Note that protons or neutrons would fall in this shell
- >since they have a different charge/mass ratio.
-
- What follows is a legend retained from the dim past. The details may be
- incorrect, and I'd appreciate corrections from anyone who Really Knows.
-
- Actually this effect was "discovered" theoretically by Leonard Schiff at
- Stanford after a Bill Fairbank inspired experiment to measure g-2 of the
- electron failed. The intent of the experiment was to make a pulse of electrons
- with a low temperature Maxwell-Boltzmann velocity distribution and fire them up
- a (conducting) tube. The slowest of these were to fall back down the tube and
- spend sufficient time in a magnetic field to have magnetic resonance
- measurements made on them. The expected falling charges were seen (but the
- resonance measurements were not made) and the graduate student who made the
- source submitted his thesis and left Stanford. Schiff looked at the result and
- said "That can't be, because ...". Fairbank (or one of his students) checked,
- and sure enough the falling charges were not electrons; their charge to mass
- ratio proved to be that of helium ions.
-
- The "proof", of course, depends upon the sagging of electron density in the
- isothermal atmosphere of a gas electrons in a rigid lattice of positive ions
- having homogeneous charge density. The solution is in the kinetic theory
- chapter in any good thermal physics book.
-
- >Part 2 - Now *imagine* that there are 2 kinds of mobile charge-carrying
- >particles on the surface of the shell, the electron and the "selectron"
- >say, with different charge-mass ratios. One can use the same argument
- >as in the answer to part 1 to show that a particle with *any*
- >charge-mass will levitate in the shell. Thus one has an anti-gravity
- >chamber!
- >
- >This part is bogus. But when someone gives the answer to number 1 I
- >will show how to use that answer to "prove" part 2, and then you can
- >have fun trying to spot the error in my argument.
- >
- >So try part 1 first.
-
- Schiff worked that one out, too, but I don't recall the details. I await the
- other shoe, John.
-
- Leigh
-