X-ray diffraction-tine profiles of two-dimensional, plastically deformed mo
del composite materials are calculated and analysed in detail. The composit
e consists of elastic reinforcements in a crystalline solid and is subjecte
d to macroscopic shear. Slip occurs in the matrix only due to the collectiv
e motion of discrete dislocations on a single set of parallel slip planes.
The results of dislocation dynamics computations are used as input for the
calculation of the line profiles. The line profiles are computed directly u
sing the kinematics approach, without making a priori assumptions on the di
slocation distributions. Two steps are required. First, the fall intensity
distribution of a single crystal of composite material is calculated. Then,
assuming a perfectly random orientation distribution of such single crysta
ls, powder diffraction-line profiles are determined. Results will be presen
ted for several orders of reflection and in different crystallographic dire
ctions. The broadening of the line profiles is shown to be not only determi
ned by the density of dislocations, but also by their spatial distribution.
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