(************** Content-type: application/mathematica ************** CreatedBy='Mathematica 5.2' Mathematica-Compatible Notebook This notebook can be used with any Mathematica-compatible application, such as Mathematica, MathReader or Publicon. The data for the notebook starts with the line containing stars above. To get the notebook into a Mathematica-compatible application, do one of the following: * Save the data starting with the line of stars above into a file with a name ending in .nb, then open the file inside the application; * Copy the data starting with the line of stars above to the clipboard, then use the Paste menu command inside the application. Data for notebooks contains only printable 7-bit ASCII and can be sent directly in email or through ftp in text mode. Newlines can be CR, LF or CRLF (Unix, Macintosh or MS-DOS style). 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A set of ", StyleBox["Mathematica", FontSlant->"Italic"], " packages and associated notebooks help to solve the \ Schr\[ODoubleDot]dinger or Dirac equation, visualize complex-valued and \ spinor-valued functions, compute their Fourier transform, etc. \tThis article \ presents a few examples showing different types of visualizations and \ discusses their usefulness for pedagogic purposes. The application of \ innovative visualization techniques is particularly rewarding in the field of \ quantum mechanics, where computer graphics allows us to depict phenomena that \ cannot be seen by any other means. It is the goal to provide an intuitive \ feeling of quantum mechanics which is important for a deeper understanding \ but cannot be gained easily by studying the theory in the conventional \ manner. Visual Quantum Mechanics thus makes complicated phenomena more \ comprehensible and offers new insights even for the advanced student or \ researcher. " }], "Abstract"], Cell[CellGroupData[{ Cell["Quantum mechanics - why visualizations?", "SectionFirst"], Cell[TextData[{ "The very concept of \"looking like something\" makes no sense in the \ strange world of electrons. Quantum mechanics describes that reality in terms \ of rather abstract concepts like wave functions. Here we present some methods \ to visualize wave functions with the help of ", StyleBox["Mathematica", FontSlant->"Italic"], ". The reader has to be aware that the images do not show objects that \ exist in the same sense as a coconut exists. More or less intuitive \ interpretation rules tell us in what sense the visual representations are \ linked to the result of possible experiments. It goes far beyond the scope of \ this article to derive these interpretation rules, and the interested reader \ is referred to the literature [1].\n\tThis article shows a few examples from \ the project \"Visual Quantum Mechanics\". Two books on elementary and \ advanced quantum mechanics with accompanying CD-ROMs [1, 2] contain several \ hundreds of QuickTime movies exported from ", StyleBox["Mathematica ", FontSlant->"Italic"], "notebooks. Though pre-fabricated and not interactive, those movies serve \ an important didactic purpose: They provide the phenomenological background \ for the theory, and they help to obtain an intuitive feeling for wave \ functions that is so hard to obtain from the mathematical formulas alone. \ They motivate students to dig deeper into the theory and the phenomena \ visible in the movies indeed draw the attention towards advanced topics \ normally not dealt with in textbooks (see Figure 1). The collection of \ visualizations has earned the European Academic Software Award in 2000 and in \ 2004. More information is on the project's web site at ", ButtonBox["http://vqm.uni-graz.at", ButtonData:>{ URL[ "http://vqm.uni-graz.at"], None}, ButtonStyle->"Hyperlink"], "." }], "Text"], Cell[GraphicsData["PICT", "\<\ JM`000000UT3800A0_l<0?on0000B00004P000000002F@SXf=S8clRob:1hj= SHbShn>SOV08ghS?V=oX/4RXV9R8SiRon=oXcnRojohgmS?V;nHkaS?j;o8ciRP6> SOf<0Hf>oH_mS?V;ohckRoV=mhcnSOj>ohgoS?Z;ohcoS@:>RX[lR`JoHgmS?N>ohgnS02;mHcmRon: oh_oS?n=nH/0S_j=oHciSOVoXgkS?n;oX[oSoj> oXgiS?V:oXT0R_j;1Hb=SHbV9Z9Shb?SX_iS@29oX[oRonSXf=S8clRob:1hj=SHb< RhZ:nHgnR_b;oHkmS@N;S8f>Shn>SOV0HflHcnRobS_j=nhcoRoj:ohonS_j= nHciR_j908[nR`FSYRJRHnSHfoHd7Rhb=SXn?SXgiS?n;ohcoSOn>oh[kR`N:Rhb=SHb;R_j;oX[o ROj>ohgnS?n9oh[oRoN08ghS?V=oX/4RXV9R8SiRon=oXcnRojlHcnRobohgoS?Z;ohcoS@:>RX[lR`JoHgmS?N>ohgnS02;mHcmRon: oh_oS?n=nH/0S_j=oHciSOVoXgkS?n;oX[oSoj> oXgiS?V:oXT0R_j;1Hb=SHb1;47[]7DfMGIf]_if_kKo=cnf_cKoMcmfokJ2M_Lg=gMfm_Lg=gng_WJ n]P2emGEnm@7c/o@dM;BdM7ffOkJo=_lg?oI0m[Kfm[mfOoHoMOmeOoDom?ne?cE 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