首页> 外文期刊>Physical Review, A. Atomic, molecular, and optical physics >Determination of the effective transverse coherence of the neutron wave packet as employed in reflectivity investigations of condensed-matter structures. II. Analysis of elastic scattering using energy-gated wave packets with an application to neutron reflection from ruled gratings
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Determination of the effective transverse coherence of the neutron wave packet as employed in reflectivity investigations of condensed-matter structures. II. Analysis of elastic scattering using energy-gated wave packets with an application to neutron reflection from ruled gratings

机译:确定中子波包的有效横向相干,用于凝结物结构的反射率研究。二。能量门控波包分析弹性散射及其在直纹光栅中子反射中的应用

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We present a general approach to analyzing elastic scattering for those situations where the incident beam is prepared as an incoherent ensemble ofwave packets of a given arbitrary shape.Althoughwave packets, in general, are not stationary solutions of the Schr?dinger equation, the analysis of elastic scattering data treats the scattering as a stationary-state problem. We thus must gate the wave packet, coherently distorting its shape in a manner consistent with the elastic condition. The resulting gated scattering amplitudes (e.g., reflection coefficients) thus are weighted coherent sums of the constituent plane-wave scattering amplitudes, with the weights determined by the shape of the incident wave packet as “filtered” by energy gating. We develop the gating formalism in general and apply it to the problem of neutron scattering from ruled gratings described by Majkrzak et al. in a companion paper. The required exact solution of the associated problem of plane-wave reflection from gratings also is derived.
机译:对于入射光束被准备为给定任意形状的波包的非相干集合的情况,我们提出了一种分析弹性散射的通用方法。尽管波包通常不是Schr?dinger方程的平稳解,但是弹性散射数据将散射视为稳态问题。因此,我们必须对波包进行门控,使其形状与弹性条件相一致地变形。因此,所得的门控散射幅度(例如,反射系数)是构成平面波散射幅度的加权相干总和,由入射波包的形状确定的权重被能量门控“滤波”。我们一般发展门控形式论,并将其应用于Majkrzak等人描述的直纹光栅中子散射问题。在伴侣纸上。还得出了从光栅反射平面波的相关问题的所需精确解决方案。

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