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P. Schmoldt, PhD - MTNet - DIAS

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5. Earth’s properties observable with magnetotellurics<br />

1000/T (K -1 )<br />

1.1<br />

1<br />

0.9<br />

0.8<br />

0.7<br />

0.6<br />

0 2 4<br />

Log (ρ) (Ωm)<br />

10<br />

6<br />

olivine<br />

orthopyroxene<br />

clinopyroxene<br />

ilmenite plus garnet<br />

aluminium-free perovskite<br />

aluminium-bearing perovskite<br />

magnesiumwuestite<br />

Fig. 5.14.: Conductivity – temperature profiles for typical mantle minerals using an Arrhenius-like relationship (Eq. 5.9 with the<br />

assumption that contribution of proton conduction is negligible); see Table 5.7 for references regarding mineral parameters.<br />

the effect of water onto the small polaron conductivity (Eq. 5.11, Fig. 5.15). Through<br />

their experiment Yoshino et al. [2008] could show that the mantle transition zone (MTZ,<br />

Sec. 5.2.2) has to be essentially dry and that changes of conductivity in the MTZ can<br />

be adequately described by transformation of olivine into its high-pressure polymorphs<br />

wadsleyite and ringwoodite. However, they admit that the MTZ cannot be proven to be<br />

entirely dry, since water content of less than 0.1 wt% cannot be adequately resolved for<br />

the normal geotherm. This is due to fact that at MTZ temperatures the contribution of<br />

proton conduction is masked by small polaron conduction owing to the higher activation<br />

enthalpy of the latter [Yoshino et al., 2008]. Whereas exact parameters of pre-exponential<br />

factors and activation energies are still under debate, wide agreement exists regarding<br />

general relations between mantle material conductivity and the dominant controlling parameters,<br />

temperature, pressure, and water content. A short summary about the relations<br />

is given in the following paragraphs.<br />

Temperature Temperature is the dominating factor of electric conductivity within the<br />

Earth’s mantle due to the exponential relationship between semiconduction and temperature<br />

(Eq. 5.9 and 5.11). The σ–T relation is dependent on the temperature, which determines<br />

whether the intrinsic or extrinsic component of semiconduction is the dominant<br />

mechanism in charge transport (cf. Fig. 5.4). The transition from extrinsic to intrinsic<br />

transport is material specific, e.g. for wadsleyite it is derived to takes place at approximately<br />

1500 °C [Yoshino et al., 2008], whereas for olivine it does not occur before<br />

1400 °C [Constable et al., 1992].<br />

102

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