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Schroedinger's Equation
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| Organization: | RMIT University |
| Department: | Department of Mathematics |
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0204-657
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1993-03-01
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Schroedinger's equation is numerically solved by calling an external subroutine from within Mathematica. By importing the Fortran subroutine (named SCHROED, which implements a Crank-Nicholson scheme) using InterCall, it is possible to do various experiments -- for example shooting a wave-packet at a potential barrier and watching an animation of the packet being mostly reflected but also partially tunnelling through the wall. The potential function V[x,t], required by the Fortran SCHROED routine, can be written as a Mathematica function which gives a lot of flexibility for interactive experimentation. This notebook demonstrates one such experiment.
InterCall must be purchased seperately
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Applied Math, Physics, Chemistry, college courseware, graduate courseware, data analysis, tutorials, chemical engineering, communications engineering, electrical engineering, fluid mechanics, mechanical engineering, nuclear engineering, graphics, animations, interfacing, mathlink, intercall, schroedinger, schroedingers equation, schroed.ma
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| schroed.nb (1.3 MB) - Mathematica notebook |
Files specific to Mathematica 2.2 version:
| | schroed.ma (772.4 KB) - Mathematica notebook |
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