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P. Schmoldt, PhD - MTNet - DIAS

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10.2. Inversion for mantle structures<br />

Features of the inversion models shown in Figures 10.14 and 10.15 should not be overinterpreted<br />

as they are solely the result of an initial inversion sequence in order to examine<br />

contributions of the two modes. However, through this initial inversion sequence insights<br />

about the characteristics of each modes are already gained. These insights can be used<br />

to guide subsequent isotropic 2D combined-mode inversion steps; namely, (a) that TE<br />

mode data are potentially distorted by crustal or off-profile features and should be downweighted,<br />

and (b) an enhanced starting model based on the TM mode inversion model<br />

suggesting an eLAB in the depth range 100 – 150 km.<br />

Estimation of lithosphere-asthenosphere boundary depth<br />

In its original, rheological, definition the lithosphere–asthenosphere boundary (LAB) denotes<br />

the transition from a rigid to a viscously deforming region within the Earth’s mantle;<br />

i.e. a transition from a mechanical strong to a weak region 3 . The LAB depth is therefore of<br />

major importance for understanding tectonic processes in the study area. Moreover, due to<br />

the strong temperature-dependence of mantle material viscocity, a correlation of the mechanical<br />

lithosphere (or mechanical boundary layer, MBL) and the thermal LAB (tLAB,<br />

also referred to as thermal boundary layer, TBL) has been proposed [e.g. Artemieva,<br />

2009]. The tLAB indicates the change from conductive to convective heat transport and<br />

its depth is commonly defined using an isotherm; with the isotherm value depending on<br />

the choice of the investigator, usually within the range 1200 – 1350°C [e.g. Tejero and<br />

Ruiz, 2002; Artemieva, 2006; Tesauro et al., 2009b]. The thermal estimate of the LAB is<br />

derived through thermal modelling using surface heat flow measurements with a range of<br />

assumptions regarding heat conduction and production within the lithosphere [e.g. Tejero<br />

and Ruiz, 2002] or by deducing thermal conditions from results of other methods like seismology<br />

[e.g. Artemieva, 2006; Tesauro et al., 2009b]. The LAB depth has in most cases a<br />

strong impact on the geologic setting of the regions above, as it significantly affects local<br />

T-P condition.<br />

Owing to its great depth only few methods are capable of probing the LAB location,<br />

namely seismology and magnetotellurics. These methods do not measure rheological<br />

properties directly, but yield LAB estimates in terms of their respective properties under<br />

investigation. Accordingly, these LAB estimates may be referred to as seismic LAB<br />

(sLAB), electric (eLAB). A range of different seismic approaches are used to determine<br />

parameters that are used as indicators for the LAB; i.e. change of seismic anisotropy direction<br />

or magnitude (sLABa), reduction of surface wave velocity (sLABsw), and signals<br />

in receiver functions data (sLABrf). Since these seismic approaches use different parameters<br />

as LAB indicator, depth estimates can vary between the approaches [e.g. Eaton et al.,<br />

2009, and references within] and may even be refer to features that at not related to the<br />

LAB; i.e. variation in magnitude or direction of seismic anisotropy, the top of an older<br />

solidified melt layer, the spinel-garnet transition, or presence of water or carbon dioxide<br />

3 Over time different, and sometimes misguiding, use has been made of the term LAB by different authors<br />

and disciplines; see Section 5.2.2 and the reviews by Eaton et al. [2009] Artemieva [2009] for details.<br />

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