Abstract
A time-dependent version of the Takagi–Taupin theory of X-ray diffraction is derived in a unified space–time approach, which is particularly applicable to X-ray diffraction in a crystal that is undergoing rapid change on the subpicosecond, and even few-femtosecond, time scale. The theory is applied to the proposal of a class of X-ray optical elements for the subpicosecond manipulation of X-rays.
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