Efficient integration of the one‐dimensional time independent wave equation for bound states and for wave propagation
Author:
Publisher
AIP Publishing
Subject
Mathematical Physics,Statistical and Nonlinear Physics
Link
http://aip.scitation.org/doi/pdf/10.1063/1.527884
Reference5 articles.
1. Detailed behavior of the phase‐integral approximations at zeros and singularities of the square of the base function
2. Comparison of matrix methods applied to the radial Schrödinger eigenvalue equation: The Morse potential
3. Improved higher order phase-integral approximations of the JWKB type in the vicinity of zeros and singularities of the “wave number”
4. Tunneling in one‐dimensional ideal barriers
5. Transmission through cutoffs and resonances in the double phase‐integral approximation
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1. Phase integral approximation for coupled ordinary differential equations of the Schrödinger type;Journal of Mathematical Physics;2008-05
2. Eigenvalue problem for a set of coupled Schrödinger like ODEs;Applied Numerical Analysis & Computational Mathematics;2005-04-12
3. The long-wavelength spectrum of vortex waves in a Bose Einstein condensate;Journal of Physics: Condensed Matter;2002-12-13
4. Phase-Integral Approximation of Arbitrary Order Generated from an Unspecified Base Function;Springer Tracts in Natural Philosophy;1996
5. Wave propagation in complex systems of cutoffs and resonances;Journal of Mathematical Physics;1993-07
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