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Time-resolved X-ray scattering patterns from photoexcited molecules in solution are in many cases anisotropic at the ultrafast time scales accessible at X-ray free-electron lasers (XFELs). This anisotropy arises from the interaction of a linearly polarized UV–Vis pump laser pulse with the sample, which induces anisotropic structural changes that can be captured by femtosecond X-ray pulses. In this work, a method for quantitative analysis of the anisotropic scattering signal arising from an ensemble of molecules is described, and it is demonstrated how its use can enhance the structural sensitivity of the time-resolved X-ray scattering experiment. This method is applied on time-resolved X-ray scattering patterns measured upon photoexcitation of a solvated di-platinum complex at an XFEL, and the key parameters involved are explored. It is shown that a combined analysis of the anisotropic and isotropic difference scattering signals in this experiment allows a more precise determination of the main photoinduced structural change in the solute, i.e. the change in Pt—Pt bond length, and yields more information on the excitation channels than the analysis of the isotropic scattering only. Finally, it is discussed how the anisotropic transient response of the solvent can enable the determination of key experimental parameters such as the instrument response function.

Supporting information

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Quicktime video file https://doi.org/10.1107/S1600577517016964/gb5063sup1.mov
X-ray difference scattering patterns measured at LCLS upon photoexcitation of PtPOP in water solution as a function of time delay between laser pump and X-ray probe

pdf

Portable Document Format (PDF) file https://doi.org/10.1107/S1600577517016964/gb5063sup2.pdf
Supporting information containing the image of the full scattering pattern from the sample, considerations on the structural degrees of freedom involved in the photoinduced response of PtPOP, details on the calculation of the cage and solvent terms, and description of the DFT and QM/MM calculations that support the analysis presented in the main article


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