XRD is one of the most powerful techniques for qualitative
and quantitative analysis of crystalline compounds.
The
technique provides information that cannot be obtained by any other
way. The information obtained includes types and nature of
crystalline phases present, structural make-up of phases, degrees of
crystallites, amount of amorphous content, microstructure size and
orientation of crystallites.
Figure
5: Simple theory of XRD analysis[13].
Figure 5 shows the principle of XRD.
In
this work the crystalline phases of the catalysts as well as
crystalline sizes were determined by powder X-ray diffraction.
A
Siemens D-500 X-ray diffractometer with nickel-filtered CuKα1
radiation was used to record the X-ray powder diffraction (XRD)
patterns of the samples. The XRD profiles were collected between 2θ
= 20 – 100˚., at a step scan of 0.05˚ counting 3˚at each step.
The mean crystallite size of cobalt and copper particles was
calculated with the Debye-Scherrer equation,
t=Kλ / β cos(
θ)
where
K is the shape factor, λ
is the x-ray wevelength, β
is the line broadening at half the maximum intensity in radians and
θ
is the Bragg angle.
PANalytical
X’Pert PRO MPD
Alpha1 powder diffractometer (radius =
240 millimetres)
Cu
K1
radiation (
= 1.5406 Ã…).
Work power: 45 kV – 40 mA.
Focalizing Ge (111) primary monochromator
Sample
spinning at 2 revolutions per second.
Variable automatic divergence slit to get an illuminated length in
the beam direction of 10 millimetres.
Mask defining a length of the beam over the sample in the axial
direction of 12 millimetres
Diffracted
beam 0.04 radians Soller
slits
X’Celerator Detector: Active length = 2.122 º; PHD lower
level: 45% (iron discrimination)
/2
scan from 4 to 100º 2
with step size of 0.017º and measuring time of 150 seconds per step.
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