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Informationen zum Autor Emeritus Professor A.Kaufman has 28 years’ experience of teaching at the geophysical department in Colorado School of Mines He received his PhD. in Institute of Physics of the Earth (Moscow) and degree of Doctor of Science from the Russian Academy of Science . From 1981 to 20015 he published 14 monographs by Academic Press and Elsevier, describing different geophysical methods. Most of them are translated and published in Russia and China. He also holds three patents, which found application in the surface and borehole geophysics. A. Kaufman is a honorary member of SEG. Klappentext Principles of Electromagnetic Methods in Surface Geophysics contains information about the theory of electromagnetic fields in a conducting media. It describes the theoretical and physical principles of the main geophysical methods using electromagnetic fields, including frequency and transient soundings, electromagnetic profiling, and magnetotelluric soundings. Special attention is paid to models and signal processing methods used in modern exploration geophysics for groundwater, mineral and hydrocarbon exploration. Inhaltsverzeichnis Part one: The constant electric and magnetic fields Part two: Propagation and diffusion of electromagnetic fields Part three: Quasi-stationary field in a horizontally layered medium Part four: Electromagnetic soundings in a horizontally layered medium Part five: Principles of inductive mining prospecting
List of contents
Part one: The constant electric and magnetic fields
Part two: Propagation and diffusion of electromagnetic fields
Part three: Quasi-stationary field in a horizontally layered medium
Part four: Electromagnetic soundings in a horizontally layered medium
Part five: Principles of inductive mining prospecting
Report
"... good for both graduate students and instructors in geophysics. It is also useful for scientists and engineers working in geophysical exploration. In my opinion, as a geophysicist who works with EM, this book is a valuable reference on my desk." --The Leading Edge
