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[20] The Open Source Physics code library, documentation, and curricular material can
                 be downloaded from the Web site: http://www.opensourcephysics.org/default.html.

                 [21] M. Andrews, “Wave packets bouncing off walls,” Am. J. Phys., 66, 252-254 (1998).

                 [22] M. A. Doncheski and R. W. Robinett, “Anatomy of a quantum ‘bounce’,” European
                 Journal of Physics, 20, 29-37 (1999).  M. Belloni, M. A. Doncheski and R. W. Robinett,
                 “Exact Results for Gaussian ‘Bouncing’ Wave Packets,” accepted to  Physica Scripta
                 (2004).

                 [23] R. W. Robinett, “Visualizing the Collapse and  Revival of Wave Packets in the
                 Infinite Square Well Using Expectation Values,” Am. J. Phys, 68, 410-42 (2000).

                 [24] F. Grossmann, J.-M. Rost, and W. P. Schleich, “Spacetime Structures in Simple
                 Quantum Systems,” J. Phys., A30, L277-L283 (1997);  W. Loinaz and T. J. Newman,
                 “Quantum Revivals and Carpets in Some Exactly Solvable Systems,” J. Phys. A: Math.
                 Gen., 32, 8889-8895 (1999).

                 [25] M. Belloni, M. A.  Doncheski and  R. W. Robinett, “Wigner Quasi-probability
                 Distribution for the Infinite Square Well: Energy Eigenstates and Time-dependent Wave
                 Packets,” American Journal of Physics., 74, 1183-1192 (2004).

                 [26] I. Sh. Averbukh and N. F. Perelman, “Fractional Revivals: Universality in the Long-
                 term Evolution of Quantum Wave Packets Beyond the Correspondence  Principle
                 Dynamics,” Phys. Lett., A139, 449-453 (1989); “Fractional Revivals of Wave Packets,”
                 Acta Phys. Pol., 78, 33-40 (1990).

                 [27] R. Bluhm, V. A. Kostelecky, and J. Porter, “The Evolution and Revival Structure of
                 Localized Quantum Wave Packets,” Am. J. Phys., 64, 944-953 (1996).

                 [28] D. L. Aronstein and C. R. Stroud, Jr.,  “Fractional Wave-function Revivals in the
                 Infinite Square Well,” Phys. Rev., A55, 4526-4537 (1997).

                 [29] For an extensive review of this topic see: R. W. Robinett, “Quantum Wave Packet
                 Revivals,” Physics Reports, 392 1-119 (2004).
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