Regularized integral equation based inversion of tensor induction logging data in three-dimensional formations
نویسندگان
چکیده
There is growing interest in developing a three-dimensional (3-D) inversion and imaging technique from a single borehole. This problem can be solved by using tensor (multi-component) induction welllogging – TIWL. This method was originally introduced to resolve formation anisotropy. However, it was demonstrated in several publications that the TIWL instrument has sensitivity to 3-D conductivity distribution in the borehole vicinity. In previous works we introduced a method of fast 3-D imaging from a single borehole based on the localized quasi-linear (LQL) approximation. In the current paper we introduce a combined method of iterative LQL inversion of the TIWL data and rigorous integral equation (IE)-based inversion. Addition of the rigorous inversion stage improves the LQL inversion result significantly, and provides more accurate inversion error estimation. A new algorithm of 3-D TIWL data interpretation is tested for several models of typical 3-D structures located in the vicinity of the borehole.
منابع مشابه
Three-dimensional Magnetotelluric Modeling of data from Northeast of Gorgan Plain
Magnetotelluric measurements have been conducted in the period range of 0.005-128 s along five parallel east-west directed profiles including 85 sites totally in the north-eastern part of Gorgan Plain, Golestan Province, North of Iran; with the aim of exploring iodine. Distortion and dimensionality analysis of data imply the existence of a north-south elongated two-dimensional model with some l...
متن کاملCross-well electromagnetic imaging in three dimensions
In this paper, we develop a new technique for 3D cross-well electromagne tic tomography, based on an EM borehole survey consisting of a moving vertical magnet ic dipole transmitter, located in one or several boreholes, and a tri-axial induction receiver, located in the other boreholes. The method is based on the LQL approximation for forward modelling, which results in a fast inversion scheme ....
متن کاملSchemes for improving efficiency of pixel-based inversion algorithms for electromagnetic logging- while-drilling measurements
We present an application of the two-and-half dimensional (2.5D) multiplicative-regularized Gauss-Newton inversion method for the interpretation of the directional resistivity measurements [electromagnetic logging-while-drilling (LWD) measurements]. In this work, an inversion algorithm is employed for obtaining a two-dimensional (2D) resistivity distribution (pixel-based) of the subsurface. Sev...
متن کاملThree - dimensional quasi - linear electromagnetic inversion
One of the most challenging problems of electromagnetic (EM) geophysical methods is developing three-dimensional (3-D) EM inversion techniques. This problem is of utmost importance in practical applications because of the 3-D nature of the geological structures. The main difficulties in 3-D inversion are related to (1) limitations of 3-D forward modeling codes available and (2) ill-posedness of...
متن کاملThree-dimensional regularized focusing inversion of gravity gradient tensor component data
We develop a new method for interpretation of tensor gravity field component data , based on regularized fo cusing inversion. The focusing inversion makes its possi ble to reconstruct a sharper image oft he geo logical target than conventional maximum smoo thness inversion .Th is new techn ique can be efficiently applied for the interpre tat ion of gravity gradiometer da ta, which a re sensi...
متن کامل