X-ray reflectivity (XRR) studies of thin layers (3 to 120 nm thick) were pe
rformed for the determination of layer thickness, density and roughness. Th
e simulations of X-ray reflectivity measurements were performed using Parra
t's recursive algorithm, while those of the reflection of X-rays from inter
faces were performed using Fresnel formulae. Using this approach, the rough
ness of the interface was described by intensity damping by gaussian type f
unctions. This allowed for the determination of layer thickness and density
and average interface roughness. As an extension of this simple model, an
enhanced theoretical description of rough interfaces proposed by Sinha was
applied, where the X-ray reflection from interfaces was separated into a di
rect fraction and a diffuse scattered one with the use of the first Born ap
proximation. A simulation procedure, calculating both fractions of the refl
ection was developed, that enabled the detailed characterisation of layers
and inner layers. The complementary information required for proper adjusti
ng of input simulation parameters was obtained from SFM measurements of the
investigated surfaces. Surface roughness was described using fractal surfa
ce functions instead of simple gaussian peaks. A comparison between this me
thod and SFM measurement shows a reasonable agreement, particularly in the
estimation of shapes of interface structures. (C) 1999 Published by Elsevie
r Science B.V. All rights reserved.