Spline Potential Eigenfunctions Model 1.0

The Spline Potential Eigenfunctions Model computes the Schr?*A*dinger equation energy eigenvalues and eigenfunctions for a particle confined to a potential well with hard walls at -a/2 and a/2 and a smooth potential energy function between these walls. The potential energy function is a third-order piecewise continuous polynomial (cubic spline) that connects N draggable control points. Cubic-spline coefficients are chosen such that the resulting potential energy function and its first derivative is smooth throughout the interior and has zero curvature at the endpoints. Users can vary the number of control points and can drag the control points to study level splitting in multi-well systems. Additional windows show a table of energy eigenvalues and their corresponding energy eigenfunctions.

Requirements:	No special requirements
Platforms:	Mac, Mac OSX
Keyword:	Chosen,  Control,  Cubicspline,  Curvature,  Derivative,  Interior,  Points,  Potential,  Resulting
Users rating:	0/10