Sunday, July 27, 2014

Schrödinger equation - oDesk

x - time dependent;

m - time dependent



Potential energy - unknown !



Hamiltonian - unknown !





tasks:



Make a formula to predict the X(t) (x(t) for latter time ! ) based on the the Schrödinger equation. forecast accuracy should be 80-100%.



Make a pdf file with all the physical and mathematical formulas necessary to solve the problem.



Make a program in the program Waterloo Maple.





Make the necessary graphics including a schedule of energy levels, coordinate graph, the graph of predicted coordinate, graph of the wave function.



Need quality physical formulas and mathematical code. Problem must be solved by analytic 70-80%, no more than 30-20% of the numerical solutions. Or the proportion of the relevant standard for such problems, but not only numerical solution !



Maple program should actively use linear algebra package that supports GPU (NVIDIA CUDA) calculations.



File with formulas and code in Maple must be documented normally.



The task for the contractor who can make the right decision for the problem and make the code.



Useful information:



http://ift.tt/1uu6NUr





http://ift.tt/1zi80gk





Desired Skills

Scientific Computation, Physics, Maple, inverse scattering method



Budget: $70

Posted On: July 27, 2014 08:45 UTC

ID: 204321966

Category: Writing & Translation > Other - Writing & Translation

Skills: Array, Array, Array

Country:

click to apply



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