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Retrieving the refractive index prole of a holographic grating by diffraction experiments

机译:通过衍射实验检索全息光栅的折射率分布

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It is well known that in standard diffaction experiments only the amplitudes of structural Fourier componentsare recovered but phase information is lost. This problem is known as the 'phase problem' in crystallography. Inthis contribution, we point out how the phase problem of diffraction can be solved in some particular cases byemploying multi-wave interference. In the experimental situation described here, we were able to determine theform of the refractive-index profile of a 1-D nanocomposite holographic grating by using a multi-wave couplinganalysis of the measured angular dependence of the diffraction efficiencies for a number of diffgraction orders.
机译:众所周知,在标准衍射实验中,仅结构傅里叶分量的振幅 恢复但相位信息丢失。该问题在晶体学中被称为“相问题”。在 通过这一贡献,我们指出了如何在某些特定情况下通过以下方式解决衍射的相位问题: 使用多波干扰。在此处描述的实验情况下,我们能够确定 多波耦合的一维纳米复合全息光栅折射率分布的形式 分析了多个衍射级的衍射效率的角度依赖性。

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