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    F: Angewandte Naturwissenschaften und Wirtschaftsingenieurwesen


    J. Herb, P. Meerwald, Michael Moritz, H. Friedrich

    Quantum-mechanical deflection function

    Physical Review A - atomic, molecular and optical physics, vol. 60


    DOI: 10.1103/PhysRevA.60.853

    Abstract anzeigen

    The classical deflection function for scattering by a radially symmetric potential corresponds to twice the angular momentum derivative of the scattering phase shifts calculated in the conventional WKB approximation. A “quantum-mechanical deflection function” defined as twice the angular momentum derivative of the quantum-mechanical phase shifts (without WKB approximation) is able to incorporate into the simple trajectory picture certain quantum aspects of the scattering process, e.g., the influence of the Goos-Hänchen shift. We demonstrate the performance of this quantum-mechanical deflection function for sharp-edged and smooth-edged two-dimensional scattering potentials.