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Tellurite And Fluorotellurite Glasses For Active And Passive

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7. Surface properties; MDO 252<br />

<strong>For</strong> both machines (i.e. all samples), a survey scan spectrum in the 0 to 1100 eV<br />

binding energy (BE) range was collected, in addition to high resolution scans of regions<br />

of interest (e.g. C1s, F1s, Zn2p, Te3d, and O1s regions). A Shirley background model<br />

was used to subtract the background; individual peaks were fitted with a Gaussian /<br />

Lorentz ratio of 70 / 30. Background removal, peak fitting and peak area determination<br />

were performed using CasaXPS software. Semi-quantitative data (i.e. atomic %<br />

determination) of survey spectra were derived using modified Scofield elemental<br />

sensitivity factors for the ZnF2 powders, and Kratos elemental sensitivity factors for glass<br />

samples. The entire spectra were calibrated (i.e. shifted) to the C1s binding energy of 285<br />

eV. Both X-ray photoelectron spectrometers described above produce semi-quantitative<br />

elemental analysis of similar accuracy, however the Kratos machine produces spectra of<br />

higher resolution.<br />

7.1.1.2. Theory of operation<br />

The photoelectric effect, conceived by Einstein [2], showed there was a threshold in<br />

frequency of incident radiation on a metal’s surface, below which no electrons were<br />

ejected, regardless of the intensity of the radiation [3]. This is a direct consequence of the<br />

fact light is quantised, with energy given by equation (6.1). This threshold in frequency,<br />

fc, is directly proportional to the minimum energy, eΓ, required to eject these<br />

photoelectrons, shown by equation (7.1) [3].<br />

e Γ = hf<br />

(7.1)<br />

c

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