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Magnetic Oxide Heterostructures: EuO on Cubic Oxides ... - JuSER

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3.4. Ex situ characterization techniques 53<br />

<br />

<br />

Figure 3.18.: Photoelectron yield for low or high<br />

kinetic energy and off-normal emission. In<br />

case of a high kinetic energy of the photoelectrons,<br />

the escape depth is large due<br />

to less probable inelastic scattering. Lowkinetic<br />

energy electrons experience inelastic<br />

scattering more likely on their escape,<br />

such that the depth of unscattered photoelectron<br />

is smaller. Off-normal emission reduces<br />

the escape depth by cosα and renders<br />

this configuration surface-sensitive,<br />

too. For an off-rotation of α =60 ◦ , the<br />

photoelectrons travel two times the normal<br />

emission path to escape the solid.<br />

<br />

<br />

<br />

<br />

<br />

<br />

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<br />

oxide on top of a silicon wafer calculates as<br />

(<br />

Iox<br />

c = −λ ox cosα ·ln · λSin<br />

)<br />

Si<br />

. (3.12)<br />

I Si λ ox n ox<br />

Here, λ denotes the effective attenuation length, 84 α is the off-normal emission angle, n is the<br />

density of the element from which the spectra arise (e. g. Si), and I are the measured spectral<br />

weights of either the bulk material or the surface layer of interest.<br />

However, if the thin layer of interest is buried under multiple top layers (e. g. EuO and a<br />

capping), we have to extend the derivation of eq. (3.12) in order to obtain a model for a threelayer<br />

system: this includes intensities of a substrate, a thin buried reaction layer, and accounts<br />

for the exponential damping of the photoelectrons by top layers. First, we consider the photoelectron<br />

intensities I of the substrate (sub) and a possible reaction layer (rl) as depicted in<br />

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Figure 3.19.: HAXPES probe of a buried interface. The photoelectrons from either the substrate element<br />

are evaluated (a), or from an element of the tunnel barrier (b).

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