Neutron Scattering - JUWEL - Forschungszentrum Jülich
Neutron Scattering - JUWEL - Forschungszentrum Jülich
Neutron Scattering - JUWEL - Forschungszentrum Jülich
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6 H. Frielinghaus, M.-S. Appavou<br />
Fig. 3: Measured scattering curve of POO10-PEO10 micelles. The bright green data are measured<br />
at a longer wavelength, and are not intended to be repeated in the lab course. Here you<br />
can see, however, the Q −1 behavior, which clearly speaks for the cylindrical shape of the micelle<br />
core. The dark green and blue dots are measured in the lab course. The sharp drop of the<br />
curve at about 0.1 ˚A −1 shows the Guinier region of the cylinder cross section. This is evaluated<br />
in further detail. Two minima and maxima follow at higher scattering vectors Q before the<br />
incoherent background is noticeable. Black data points, shows the curve without background<br />
(moved down to clarify the distinction).<br />
the cylinder can be determined from scattering data, when plotting ln(Q×dΣ/dΩ) as a function<br />
of Q 2 .<br />
8 Evaluation of the POO10-PEO10 <strong>Scattering</strong> Curves<br />
The entire scattering curve is first plotted in a log-log representation (Fig. 3). While in the<br />
shown diagram, the curve is measured to even smaller Q, the larger Q values suffice for the<br />
lab course ranging from about 0.006 up to 0.2 ˚A −1 . We see a strong drop in intensity at about<br />
0.01 ˚A −1 . In this area the Guinier region of the cylinder cross section is found. Note that the<br />
contrast was chosen in a way, such that only the micelle core is visible. At higher Q two minima<br />
and maxima are found, which describe the sharp boundary of the micelle core. These two<br />
oscillations become clearly visible when the incoherent background is subtracted. It will be sufficient<br />
for the lab course to calculate the average of seven data points from the highest scattering<br />
vectors and subtract it. The quality of the measurement is only visible in this representation.<br />
The basis for our further analysis is the Guinier-plot (Fig. 4). In the Gunier-plot ln(Q×dΣ/dΩ)<br />
is plotted against Q 2 . On the one hand, the data points show no significant slope for the smallest<br />
Q. On the other hand the examined Q values cannot be too big, because then the Guinier