By Lipkin, H. J.; Argonne National Lab.; United States. Dept. of Energy.; United States. Dept. of Energy. Office of Scientific and Technical Information
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194, problem Publishing Co. Amsterdam (1973) 5 ‘w [12] J. Lowe, B. Bassalleck, H. Burkhardt, A Rusek and G. J. , Phgs. B 384 (1996)288 [13] H. Burkhard, J. J. D. Yu. Morozov, Jr. and T. B. G. Schepkink, Nucl. Phys.
Bassalleck, H. Burkhardt, A Rusek and G. J. , Phgs. B 384 (1996)288 [13] H. Burkhard, J. J. D. Yu. Morozov, Jr. and T. B. G. Schepkink, Nucl. Phys.
7 - -y = , -- . . be lost. e. at what distance from begin to be lost. We now examine two different approaches to this problem and find that they give the same answer. 1. The centers of the wave packets move apart with the relative velocity eq. 14). 18) The wave packets will separate when this separation in space of the wave packet. The uncertainty distance is comparable to the length principle suggests that the length of the wave packet (6z)W satisfies the relation (&c)~ The ratio of the separation .