1962•GeophysicsRequires access

Basic theory of induction logging and application to study of two-coil sondes

J. H. Moran, Karl S. Kunz

Open publisher page 137 citations

Abstract

Abstract The basic idea of induction logging is reviewed and the use of the geometrical factor is explained. The rigorous theory, based on Maxwell's equations, is then formulated for the simple 2-coil sonde, which is the basic building block for multicoil sondes. For a homogeneous conducting medium this theory leads to simple solutions for the fields and current density. These simple solutions are exploited in detail to build up a firm understanding of the skin effect phenomenon. The theory is then applied to nonhomogeneous media, and numerical results obtained through the use of the IBM 704 are presented. On the basis of this complete study some simple approximate results are presented which allow a rapid evaluation of skin effect in induction logging. The nonhomogeneous media considered in detail are 2 semi-infinite beds, thin beds bounded by adjacent formations, and an infinite bed with a borehole or invasion. It is shown that the borehole gives a negligible contribution to the skin effect.

About this research paper

What this paper is about

Abstract The basic idea of induction logging is reviewed and the use of the geometrical factor is explained. The rigorous theory, based on Maxwell's equations, is then formulated for the simple 2-coil sonde, which is the basic building block for multicoil sondes. For a homogeneous conducting medium this theory leads to simple solutions for the fields and current density. These simple solutions are exploited in detail to build up a firm understanding of the skin effect phenomenon. The theory is then applied to nonhomogeneous media, and numerical results obtained through the use of the IBM 704 are presented. On the basis of this complete study some simple approximate results are presented which allow a rapid evaluation of skin effect in induction logging. The nonhomogeneous media considered in detail are 2 semi-infinite beds, thin beds bounded by adjacent formations, and an infinite bed with a borehole or invasion. It is shown that the borehole gives a negligible contribution to the skin effect.

Why it matters

OpenAlex reports 137 citations for this work. Citation counts describe recorded attention and do not establish research quality.

Key contribution

A contribution statement is not available in the OpenAlex record.

Method / approach

Method details are not available in the OpenAlex metadata.

Main findings

Findings are not separately available in the OpenAlex metadata.

Limitations

Limitations are not available in the OpenAlex metadata.

Applications

Application details are not available in the OpenAlex metadata.

Available abstract

Abstract The basic idea of induction logging is reviewed and the use of the geometrical factor is explained. The rigorous theory, based on Maxwell's equations, is then formulated for the simple 2-coil sonde, which is the basic building block for multicoil sondes. For a homogeneous conducting medium this theory leads to simple solutions for the fields and current density. These simple solutions are exploited in detail to build up a firm understanding of the skin effect phenomenon. The theory is then applied to nonhomogeneous media, and numerical results obtained through the use of the IBM 704 are presented. On the basis of this complete study some simple approximate results are presented which allow a rapid evaluation of skin effect in induction logging. The nonhomogeneous media considered in detail are 2 semi-infinite beds, thin beds bounded by adjacent formations, and an infinite bed with a borehole or invasion. It is shown that the borehole gives a negligible contribution to the skin effect.

Key concepts: Simple (philosophy), Borehole, Basis (linear algebra), Skin effect, Electromagnetic induction, Bounded function, Homogeneous, Electromagnetic coil

Related papers

Back to paper searchBrowse research topicsOriginal source
Basic theory of induction logging and application to study of two-coil sondes — Research Paper | ScholarLens