Wellcome

Foundations of Geophysical Electromagnetic Theory and Methods / Michael S. Zhdanov.

By: Zhdanov, Michael SMaterial type: TextTextSeries: Methods in geochemistry and geophysicsPublisher: Saint Louis : Elsevier Science, 2017Edition: 2nd edDescription: 1 online resource (806 pages)Content type: text Media type: computer Carrier type: online resourceISBN: 9780444638915; 0444638911; 0444638903; 9780444638908Subject(s): Magnetic prospecting | Electromagnetic measurements | SCIENCE -- Earth Sciences -- General | SCIENCE -- Physics -- Geophysics | Electromagnetic measurements | Magnetic prospectingGenre/Form: Electronic books.Additional physical formats: Print version:: Foundations of Geophysical Electromagnetic Theory and Methods.DDC classification: 622.15 LOC classification: QC806Online resources: ScienceDirect
Contents:
""Front Cover""; ""Foundations of Geophysical Electromagnetic Theory and Methods""; ""Copyright""; ""Contents""; ""Preface to the Second Edition""; ""Preface""; ""Introduction""; "" References and Recommended Reading to Introduction""; ""Part 1 Introduction to Field Theory""; ""1 Differential Calculus of Vector Fields and Differential Forms""; ""1.1 The Basic Differential Relationships of Field Theory""; ""1.1.1 Concept of the Physical Field""; ""1.1.2 Dot (Scalar) and Cross (Vector) Products of Vectors""; ""1.1.3 Vector Differential Operators""; "" Gradient of a scalar eld""
"" Divergence and curl (rotation) of the vector eld"""" The del operator �a#x88;#x87;""; "" Second derivatives of the scalar and vector elds""; ""1.1.4 Differentiation of the Products of Scalar and Vector Fields""; ""1.2 The Basic Integral Relationships of Field Theory""; ""1.2.1 Concept of Work and Flux of a Field""; ""1.2.2 Gauss's Theorem and Its Vector Formulations""; "" 1st vector form of Gauss's theorem""; "" 2nd vector form of Gauss's theorem""; "" 3rd vector form of Gauss's theorem""; ""1.2.3 Stokes's Theorem and Its Vector Formulations""; "" 1st vector form of Stokes's theorem""
"" 2nd vector form of Stokes's theorem""""1.2.4 Green's Formulas""; "" 1st Green's formula""; "" 2nd Green's formula""; "" 3rd Green's formula""; ""1.3 Differential Forms in Field Theory""; ""1.3.1 Concept of the Differential Form""; ""1.3.2 Exterior (Wedge) Product of the Linear Forms""; ""1.3.3 Canonical Representations of the Differential Forms in Three-Dimensional Euclidean Space""; ""1.3.4 The Exterior Derivative""; "" 0-forms""; "" 1-forms""; "" 2-forms""; "" 3-forms""; "" References and Recommended Reading to Chapter 1""; ""2 Foundations of Field Theory""; ""2.1 Field Generation""
""2.1.1 Harmonic Functions Liouville's Theorem""; ""2.1.2 Uniqueness of Determination of the Scalar Field by Its Gradient and the Vector Field by Its Divergence and Curl""; "" Determination of the scalar eld by its gradient""; "" Determination of the vector eld by its divergence and curl""; ""2.1.3 Field Generation Conditions""; ""2.1.4 Sources of the Field and Their Physical Meaning""; ""2.1.5 Vortices of the Field and Their Physical Meaning""; ""2.1.6 Source Field and Vortex Field""; ""2.2 Stationary Field Equations and Methods of Their Solutions""
""2.2.1 Poisson's Equations for Scalar and Vector Fields"""" Scalar eld equations""; "" Vector eld equations""; ""2.2.2 Point Source; Dirac Singular Function""; ""2.2.3 Fundamental Green's Function for the Laplace Equation""; "" Solution of the scalar eld equations""; "" Solution of the vector eld equations""; ""2.3 Scalar and Vector Potentials of the Stationary Field""; ""2.3.1 Scalar Potential of the Source Field""; ""2.3.2 Vector Potential of the Vortex Field""; ""2.3.3 Helmholtz Theorem and Classi cation of the Vector Fields""; ""2.4 Nonstationary Fields and Differential Forms""
Summary: Annotation This second edition builds on the strength of the first edition to offer a systematic exposition of geophysical electromagnetic theory and methods. The new edition highlights progress made over the last decade, with a special focus on recent advances in marine and airborne electromagnetic methods. Also included are recent case histories on practical applications in tectonic studies, mineral exploration, environmental studies and off-shore hydrocarbon exploration.
Item type:
Tags from this library: No tags from this library for this title. Log in to add tags.
Holdings
Item type Current library Call number Status Date due Barcode
Ebooks Ebooks Mysore University Main Library
Not for loan EBKELV1145

Print version record.

""Front Cover""; ""Foundations of Geophysical Electromagnetic Theory and Methods""; ""Copyright""; ""Contents""; ""Preface to the Second Edition""; ""Preface""; ""Introduction""; "" References and Recommended Reading to Introduction""; ""Part 1 Introduction to Field Theory""; ""1 Differential Calculus of Vector Fields and Differential Forms""; ""1.1 The Basic Differential Relationships of Field Theory""; ""1.1.1 Concept of the Physical Field""; ""1.1.2 Dot (Scalar) and Cross (Vector) Products of Vectors""; ""1.1.3 Vector Differential Operators""; "" Gradient of a scalar eld""

"" Divergence and curl (rotation) of the vector eld"""" The del operator �a#x88;#x87;""; "" Second derivatives of the scalar and vector elds""; ""1.1.4 Differentiation of the Products of Scalar and Vector Fields""; ""1.2 The Basic Integral Relationships of Field Theory""; ""1.2.1 Concept of Work and Flux of a Field""; ""1.2.2 Gauss's Theorem and Its Vector Formulations""; "" 1st vector form of Gauss's theorem""; "" 2nd vector form of Gauss's theorem""; "" 3rd vector form of Gauss's theorem""; ""1.2.3 Stokes's Theorem and Its Vector Formulations""; "" 1st vector form of Stokes's theorem""

"" 2nd vector form of Stokes's theorem""""1.2.4 Green's Formulas""; "" 1st Green's formula""; "" 2nd Green's formula""; "" 3rd Green's formula""; ""1.3 Differential Forms in Field Theory""; ""1.3.1 Concept of the Differential Form""; ""1.3.2 Exterior (Wedge) Product of the Linear Forms""; ""1.3.3 Canonical Representations of the Differential Forms in Three-Dimensional Euclidean Space""; ""1.3.4 The Exterior Derivative""; "" 0-forms""; "" 1-forms""; "" 2-forms""; "" 3-forms""; "" References and Recommended Reading to Chapter 1""; ""2 Foundations of Field Theory""; ""2.1 Field Generation""

""2.1.1 Harmonic Functions Liouville's Theorem""; ""2.1.2 Uniqueness of Determination of the Scalar Field by Its Gradient and the Vector Field by Its Divergence and Curl""; "" Determination of the scalar eld by its gradient""; "" Determination of the vector eld by its divergence and curl""; ""2.1.3 Field Generation Conditions""; ""2.1.4 Sources of the Field and Their Physical Meaning""; ""2.1.5 Vortices of the Field and Their Physical Meaning""; ""2.1.6 Source Field and Vortex Field""; ""2.2 Stationary Field Equations and Methods of Their Solutions""

""2.2.1 Poisson's Equations for Scalar and Vector Fields"""" Scalar eld equations""; "" Vector eld equations""; ""2.2.2 Point Source; Dirac Singular Function""; ""2.2.3 Fundamental Green's Function for the Laplace Equation""; "" Solution of the scalar eld equations""; "" Solution of the vector eld equations""; ""2.3 Scalar and Vector Potentials of the Stationary Field""; ""2.3.1 Scalar Potential of the Source Field""; ""2.3.2 Vector Potential of the Vortex Field""; ""2.3.3 Helmholtz Theorem and Classi cation of the Vector Fields""; ""2.4 Nonstationary Fields and Differential Forms""

""2.4.1 Nonstationary Vector Fields and Differential Forms in Four-Dimensional Space E4""

Includes bibliographical references (pages 745-762) and index.

Annotation This second edition builds on the strength of the first edition to offer a systematic exposition of geophysical electromagnetic theory and methods. The new edition highlights progress made over the last decade, with a special focus on recent advances in marine and airborne electromagnetic methods. Also included are recent case histories on practical applications in tectonic studies, mineral exploration, environmental studies and off-shore hydrocarbon exploration.

There are no comments on this title.

to post a comment.

No. of hits (from 9th Mar 12) :

web counter

Powered by Koha