Figure 5
(a) Approximated reconstruction of the reflectivity curve (green line) using the 2D map of Fig. 4(c) and the detector integration approach (integration along horizontal lines) for the case of a curvature radius R = 200 mm and a beam size 2WV = 50 µm. The black curve corresponds to the theoretical XRR on the flat surface (R = ∞). The effect of WV/R on the reconstructed reflectivity curve calculated at WV = 25 µm for a series of surface curvatures with radius R is demonstrated with the colored curves. The interval, where colored curves coincide with the curve calculated for the flat surface (black curve), corresponds to the interval, αi > 2αi,m, where the effect of the curvature can be neglected. Inset: geometrical illustration of the equivalence of the integrated reflectivity intensity on the flat and curved surfaces at the effective grazing angle above 2αi,m. The rectangle represents the integrated reflected intensity on the flat surface at the effective grazing angle αi. The right-angled trapezoid represents the integrated reflected intensity on the curved surface also at αi. (b) Reflectivity intensity at each pixel (blue dots) of the 2D map in Fig. 4(c). The red curve is a theoretical XRR curve on a flat surface. Insert: zoom of a small part of the graph with measured intensity at qz around 0.3393 Å−1; at this magnification, the blue curve consists of dots. |