2born (2born) wrote,
2born
2born

Рассеяние пакета на одномерной яме с помощью интегралов по траекториям в реальном времени

Вряд ли буду вникать, но пусть полежит.

Scattering using real-time path integrals: https://arxiv.org/abs/1712.00046
W. N. Polyzou, Ekaterina Nathanson
Background: Path integrals are a powerful tool for solving problems in quantum theory that are not amenable to a treatment by perturbation theory. Most path integral computations require an analytic continuation to imaginary time. While imaginary time treatments of scattering are possible, imaginary time is not a natural framework for treating scattering problems. Purpose: To test a recently introduced method for performing direct calculations of scattering observables using real-time path integrals. Methods: The computations are based on a new interpretation of the path integral as the expectation value of a potential functional on a space of continuous paths with respect to a complex probability distribution. The method has the advantage that it can be applied to arbitrary short-range potentials. Results: The new method is tested by applying it to calculate half-shell sharp-momentum transition matrix elements for one-dimensional potential scattering. The calculations for half shell transition operator matrix elements are in agreement with a numerical solution of the Lippmann-Schwinger equation. The computational method has a straightforward generalization to more complicated systems.
Comments: 26 pages, 35 figures (revised )
Tags: matlab, наука, разгребая arXiv'ы
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  • Коршун

    Думал, что это лунь, но уважаемый greenfinch3 меня поправил, спасибо ему! DSC_0269_лунь.jpg © qedqed.iMGSRC.RU…

  • Канюк

    DSC_6074_канюк_корр7obr.jpg © qedqed.iMGSRC.RU

  • Канюк, вид сзаду :)

    Есть в этом что-то символичное:)) DSC_8262_канюк.jpg © qedqed.iMGSRC.RU

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