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- From: rpetsche@mrg.tmc.edu (Rolfe G. Petschek)
- Newsgroups: sci.physics.fusion
- Subject: Re: Why Ying?
- Message-ID: <1992Jul27.213144.9285@usenet.ins.cwru.edu>
- Date: 27 Jul 92 21:31:44 GMT
- References: <1992Jul23.182537.1@cc.newcastle.edu.au> <1992Jul23.224026.14653@math.ucla.edu>
- Sender: news@usenet.ins.cwru.edu
- Reply-To: rpetsche@mrg.CWRU.EDU (Rolfe G. Petschek)
- Organization: CWRU Physics Department
- Lines: 49
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-
- In article <1992Jul23.224026.14653@math.ucla.edu> barry@arnold.math.ucla.edu (Barry Merriman) writes:
-
- >Still, even when one thinks about it in a more proper intuitive way,
- >it seems a bit odd (please correct my intuition....): in my mind,
- >in the d + d -> He + g, the two d nuclei slam together and start
- >vibrating, and the vibration shakes off a gamma of the same frequency.
- >
- >if you add the gamma back to a bunch of d's, so what? it may shake
- >individual d nuclei a bit, but it bounces off because its not
- >at a resonant frequency and in any event it doesn't seem to
- >encourage the d's to get close together.
-
- The forward reaction rate in a reaction involving dd and He (assumed to
- be essentially classical particles) and a gamma is
-
- k*(n+1)
-
- where n is the number of gamma's in the quantum state into which the
- gammas decay. If there is more than one state then this is the average
- number in such possible states. The rate of the back reaction is
-
- k'*n
-
- Now k/k' in this case is less than 1, assuming more d's than He's so all
- we need is to increase n. Suppose we have a source with a band width of
- 1eV [this seems to me wildly optomistic]
- and center frequency of 24 MeV. Now assuming that this
- is at the correct frequency to have n of order unity would require
- an energy density in gamma's of (hbar c)^{-3}(pi)^{-2} E^3(Delta E)
- where E is the center frequency, hbar is Planck's constant, c is the
- speed of light and pi is 3.141592654... . Well, now that turns out to
- be rather a lot - not bothering to be careful I seem to get
- 10^26 ergs/cm^3 but it is clear that this has to be lots and lots
- in comparison with, say the energy flux associated with a black body at
- the temperature of the sun (ouch) (which is only a few keV). To see a big
- effect you need n much bigger than unity (say, 10^50).
-
- Thus I think that the possible answers are
-
- Ying sees no effect.
- This and similar theories are the wrong ideas for Ying's effect.
- Ying is dead, long since but had access to the biggest damn monochrome
- source you ever dreamed of, since melted.
- --
- Rolfe G. Petschek Petschek@cwru.bitnet
- Associate Professor of Physics rgp@po.cwru.edu
- Case Western Reserve University (216)368-4035
- Cleveland Oh 44106-7079
-