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*Physlet*^{®} Quantum Physics 2E

^{®}Quantum Physics 2E

## Bibliography

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[3] R. W. Robinett, *Quantum Mechanics: Classical Results, Modern Systems, and Visualized Examples*, Oxford, New York, 1997.

[4] E. Cataloglu and R. Robinett, "Testing the Development of Student Conceptual and Visualization Understanding in Quantum Mechanics through the Undergraduate Career," *Am. J. Phys.* **70**, 238-251 (2002).

[5] D. Zollman, *et al.*, "Research on Teaching and Learning of Quantum Mechanics", *Papers Presented at the National Association for Research in Science Teaching* (1999).

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[7] R. Muller and H. Wiesner, "Teaching Quantum Mechanics on the Introductory Level", *Am. J. Phys.* **70**, 200-209 (2002).

[8] L. Bao and E. Redish, "Understanding Probabilistic Interpretations of Physical Systems: A Prerequisite to Learning Quantum Physics", *Am. J. Phys.* **70**, 210-217 (2002).

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[10] S. Brandt and H. Dahmen, *The Picture Book of Quantum Mechanics*, Springer-Verlag, New York, 2001.

[11] J. Hiller, I. Johnston, D. Styer, *Quantum Mechanics Simulations, Consortium for Undergraduate Physics Software*, John Wiley and Sons, New York, 1995.

[12] B. Thaller, *Visual Quantum Mechanics*, Springer-Verlag, New York, 2000.

[13] M. Joffre, *Quantum Mechanics *CD-ROM in J. Basdevant and J. Dalibard, *Quantum Mechanics*, Springer-Verlag, Berlin, 2002.

[14] A. Goldberg, H. M. Schey, and J. L. Schwartz, "Computer-generated Motion Pictures of One-dimensional Quantum-mechanical Transmission and Reflection Phenomena," *Am. J. Phys.* **35**, 177-186 (1967).

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[16] M. A. Doncheski and R. W. Robinett, "Anatomy of a Quantum 'Bounce,' " *Eur. J. Phys.* **20**, 29-37 (1999).

[17] M. Belloni, M. A. Doncheski, and R. W. Robinett, "Exact Results for 'Bouncing' Gaussian Wave Packets," *Phys. Scr.* **71**, 136-140 (2005).

[18] J. J. Sakurai, *Advanced Quantum Mechanics*, Addison-Wesley (1967).

[19] R. E. Scherr, P. S. Shaffer, and S. Vokos, "The Challenge of Changing Deeply Held Student Beliefs about the Relativity of Simultaneity," *Am. J. Phys.* **70**, 1238 (2002).

[20] R. E. Scherr, P. S. Shaffer, and S. Vokos, "Student Understanding of Time in Special Relativity: Simultaneity and Reference Frames," *Phys. Educ. Res., Am. J. Phys. Suppl.* **69**, S24 (2001).

[21] K. Krane, *Modern Physics*, 2nd edition, John Wiley and Sons (1996).

[22] P. A. Tipler and R. A. Llewellyn, *Modern Physics*, W. H. Freeman and Company (1999).

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[26] G. Greenstein and A. G. Zajonc, *The Quantum Challenge*, Jones and Bartlett (1997).

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[29] M. Belloni, M. A. Doncheski, and R. W. Robinett, "Zero-curvature solutions of the one-dimensional Schrödinger equation," to appear in *Phys. Scr.* 2005.

[30] L. P. Gilbert, M. Belloni, M. A. Doncheski, and R. W. Robinett, "More on the Asymmetric Infinite Square Well: Energy Eigenstates with Zero Curvature," to appear in *Eur. J. Phys.* 2005.

[31] L. P. Gilbert, M. Belloni, M. A. Doncheski, and R. W. Robinett, "Piecewise Zero-curvature Solutions of the One-Dimensional Schrödinger Equation," in preparation.

[32] R. W. Robinett, "Quantum Wave Packet Revivals," talk given at the 128th AAPT National Meeting, Miami Beach, FL, Jan. 24-28 (2004).

[33] R. Shankar, *Principles of Quantum Mechanics*, Plenum Press (1994).

[34] M. Morrison, *Understanding Quantum Physics: A Users Manual*, Prentice Hall, Upper Saddle River, NJ, 1990.

[35] M. Bowen and J. Coster, "Infinite Square Well: A Common Mistake," *Am. J. Phys.* **49**, 80-81 (1980)

[36] R. C. Sapp, "Ground State of the Particle in a Box," *Am. J. Phys.* **50**, 1152-1153 (1982)

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[38] C. Dean, "Simple Schrödinger Wave Functions Which Simulate Classical Radiating Systems," *Am. J. Phys. ***27**, 161-163 (1959).

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[41] 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)

[42] D. L. Aronstein and C. R. Stroud, Jr., "Fractional Wave-function Revivals in the Infinite Square Well," *Phys. Rev. A* **55**, 4526-4537 (1997).

[43] R. Liboff, *Introductory Quantum Mechanics*, Addison Wesley (2003).

[44] F. Bloch, *Z. Physik*, **52** (1928).

[45] M. A. Doncheski and R. W. Robinett, "Comparing classical and quantum probability distributions for an asymmetric well", *Eur. J. Phys.* **21**, 217-228 (2000).

[46] A. Bonvalet, J. Nagle, V. Berger, A. Migus, J.-L. Martin, and M. Joffre, "Femtosecond Infrared Emission Resulting from Coherent Charge Oscillations in Quantum Wells," *Phys. Rev. Lett.* **76**, 4392-4395 (1996).

[47] C. Kittel and H. Kroemer, *Thermal Physics*, 2nd ed, W. H. Freeman, 1980.

[48] R. Eisberg and R. Resnick, *Quantum Physics*, Wiley, 1974.