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Salient. An Organ of Student Opinion at Victoria College, Wellington, N.Z. Vol. 17, No. 20. October 8, 1953

V.U.C. Produces Own Atom Smasher

V.U.C. Produces Own Atom Smasher

"Another pinch of salt, Charlie."

"Another pinch of salt, Charlie."

Althought this machine is claimed by some to be more of a molecule destructeor, the Inventors say "Six of one and half a dozen of the other."

Two well-known members of the Physics Dept. claim to be the Inventors and sole proprietors of a revolutionary new machine. This machine is understood to work on the well-known principle of molecular rearrangements: as for example, the following equations:—
  • 4NH4OH + 312 − N13 ° NH3 + 4 H2 O + 3H2 2 AI + 3Na2O2 + b.f. − 6 Na OH + AI2O3 + 2 × 105CALS
together with the principle of beta radiation. i.e.:

Ip - kVPg

This machine has been designed primarily to assist in operational research in connection with Ping Pong Ball Design. That this is a research problem of the utmost far-reaching importance may be clearly understood by a study of the spin conditions, viz:

M52 = + ½h —½in

and it is with all due humility that the authors put before you their solution in brief the whole problem in actual practice is that of separating the Ping from the Pong in Ping Pong balls. Unfortunately the original working model at the date of writing can only isolate the pong by the total destruction of the ping, but it is hoped that this difficulty will be resolved by the time this article appears in press.

(Several impartial observers present at secret trials held recently maintain that they detected traces of a quite distinct "ping" in a muted "phlup" which occurred when the machine was being run in an overexcited state, but as yet the designers prefer to lay no claims which may later prove false. The over-excited state referred to above is governed by the equations

de MS—dt o— 41R20 de de do KA——sda S2—dx). dx dx dxx

The first developmental model has been tentatively named the Stanitron in honour of a member of the Chemistry Dept. without whoso help the tasks of the authors would have been considerably more difficult.

Author's Notes

1.We wish to point out that we have applied Maxwell's equations to the solution with due consideration to boundary conditions, but we found that this led to the general equation of flight. I.e., a general wave equation, and not as was required, i.e., the equation of Spin.
2.References:
(a)Rocco Proc. Roz Soc. Edin. vol. LXIII p. 193 (1952).
(b)Monro Recollections from Sidgwick (unpublished).

We would further like to point out that those references which are available are not very precise and in view of language difficulties we do not recommend them to the lay reader.

Editor's Note.—As requested by the authors, all enquiries regarding this powerful new research weapon will be handled through this paper.