2005
2006
2007
2008
2009
Course Home

 

Magnetotelluric data processing and dimensionality analysis

 

Speaker: Hsiu-Po Yeh

 

Abstract

The digital time series collected during an Magnetotelluric (MT) survey can easily total a few Gigabytes, but the data that will finally be interpreted with numerical modeling schemes typically consist of a few hundred numbers per site that represent the frequency-dependent transfer functions. In the spectral analysis, we got many problems, so the MT scientists developed some techniques to solve these problems. Jones et al. (1989) used 8 data processing programs to analyze these techniques, and made some remarks. It is concluded that robust processing methods should become adopted for the analysis of MT data, and that whenever possible remote reference fields should be used to avoid bias due to uncorrelated noise contributions. After the estimation, we can analysis the dimensionality form the Impedance tensor. Bahr (1991) proposed the use of four rotational invariant parameters to classify the types of the geoelectrical dimensionality, and Marti et al. (2005) summarized the dimensionality cases. It is a good method to estimate the dimensionality, but when the data affected by an important level of noise, the errors and biases of the invariants can be important and the dimensionality using the method can be undetermined. That means this method also indicate the noise level. Also for other analysis, data processing is one of the most important parts in the MT study.

Reference

Bahr, K., Geological noise in magnetotelluric data: a classification of distortion types, Phys. Earth planet. Inter., 66, 24-38, 1991.

(Abstract) (Full text)

Chave, A. D., D. J. Thomson and M. E. Ander, On the robust estimation of power spectra, coherencies, and transfer functions, J. Geophys. Res., 92, 633-648, 1987.

(Abstract) (Full text)

Gamble, T. D., W. M. Goubau and J. Clarke, Magnetotellurics with a remote reference, Geophysics, 44, 53-68, 1979.

(Abstract) (Full text)

Jones, A. G., Transformed coherence functions for multivariate studies. IEEE Trans. Acoust. Speech Signal Process., ASSP-29, 317-319, 1981.

(Abstract) (Full text)

Jones, A.G., A. D. Chave, G. Egbert, D. Auld and K Bahr, A comparison of techniques for magnetotelluric response function estimation. J. Geophys. Res., 14201-14213, 1989.

(Abstract) (Full text)

Marti, A., P. Queralt, A.G. Jones and J. Ledo, Improving Bahr’s invariant parameters using the WAL approach, Geophys. J. Int., 163,38-41, 2005.

(Abstract) (Full text)

Marti, A., A magnetotelluric investigation of geoelectrical dimensionality and study of the Central Betic crustal structure, Ph.D. Thesis, Universitat de Barcelona, Departament de Geodinamica i Geofisica, 2006.

Sims, W. E., F. X. Bostick and H.W. Smith, The estimation of magnetotelluric impedance tensor elements from measured data, Geophysics, 36, 938-942, 1971.

(Abstract) (Full text)

Simpson, F. and K. Bahr, Practical Magnetotellurics, Cambridge University Press,254 pp, 2005.