The Resource Discontinuities in the electromagnetic field, M. Mithat Idemen, (electronic resource)
Discontinuities in the electromagnetic field, M. Mithat Idemen, (electronic resource)
Resource Information
The item Discontinuities in the electromagnetic field, M. Mithat Idemen, (electronic resource) represents a specific, individual, material embodiment of a distinct intellectual or artistic creation found in University of Missouri Libraries.This item is available to borrow from 1 library branch.
Resource Information
The item Discontinuities in the electromagnetic field, M. Mithat Idemen, (electronic resource) represents a specific, individual, material embodiment of a distinct intellectual or artistic creation found in University of Missouri Libraries.
This item is available to borrow from 1 library branch.
 Summary
 "This book presents some new approaches and basic results connected with the discontinuities of the electromagnetic field. The discontinuities in question may be (1) the bounded jump discontinuities on the interfaces between two media or on the material sheets which model very thin layers or (2) unbounded values at the edge of wedge type structures or (3) unbounded values at the tips of conical structures. The book involves may examples as well as problems (exercises) to be solved by the readers"
 Language
 eng
 Extent
 xii, 224 p.
 Contents

 Machine generated contents note : Preface
 ch. 1. Introduction
 ch. 2. Distributions and derivatives in the sense of distribution: 2.1 Functions and distributions ; 2.2 Test functions : the space C ; 2.3 Convergence in D ; 2.4 Distributions ; 2.5 Some simple operations in D ; 2.6 Order of a distribution ; 2.7 The support of a distribution ; 2.8 Some generalizations
 ch. 3. Maxwell equations in the sense of distribution: 3.1 Maxwell equations reduced into the vacuum ; 3.2 Universal boundary conditions and compatibility relations ; 3.3 The concept of material sheet ; 3.4 The case of monochromatic fields ; ch. 4. Boundary conditions on material sheets at rest: 4.1 Universal boundary conditions and compatibility relations for a fixed material sheet ; 4.2 Some general results ; 4.3 Some particular cases
 ch. 5. Discontinuities on a moving sheet: 5.1 Special theory of relativity ; 5.2 Discontinuities on a uniformly moving surface ; 5.3 Discontinuities on a nonuniformly moving sheet
 ch. 6. Edge singularities on material wedges bounded by plane boundaries: 6.1 Introduction ; 6.2 Singularities at the edges of material wedges ; 6.3 The wedge with penetrable boundaries ; 6.4 The wedge with impenetrable boundaries ; 6.5 Examples : application to halfplanes ; 6.6 Edge conditions for the induced surface currents
 ch. 7. Tip singularities at the apex of a material cone: 7.1 Introduction ; 7.2 Algebraic singularities of an Htype field ; 7.3 Algebraic singularities of an Etype field ; 7.4 The case of impenetrable cones ; 7.5 Confluence and logarithmic singularities ; 7.6 Application to some widely used actual boundary conditions ; 7.7 Numerical solutions of the transcendental equations satisfied by the minimal index
 ch. 8. Temporal discontinuities: 8.1 Universal initial conditions ; 8.2 Linear mediums in the generalized sense ; 8.3 An illustrative example
 References
 Index
 Label
 Discontinuities in the electromagnetic field
 Title
 Discontinuities in the electromagnetic field
 Statement of responsibility
 M. Mithat Idemen
 Language
 eng
 Summary
 "This book presents some new approaches and basic results connected with the discontinuities of the electromagnetic field. The discontinuities in question may be (1) the bounded jump discontinuities on the interfaces between two media or on the material sheets which model very thin layers or (2) unbounded values at the edge of wedge type structures or (3) unbounded values at the tips of conical structures. The book involves may examples as well as problems (exercises) to be solved by the readers"
 Assigning source
 Provided by publisher
 Cataloging source
 CaPaEBR
 http://library.link/vocab/creatorName
 Idemen, M. Mithat
 Dewey number
 530.14/1
 Illustrations
 illustrations
 Index
 index present
 LC call number
 QC665.E4
 LC item number
 I295 2011eb
 Literary form
 non fiction
 Nature of contents

 standards specifications
 bibliography
 http://library.link/vocab/relatedWorkOrContributorName
 ebrary, Inc
 Series statement
 IEEE Press series on electromagnetic wave theory
 Series volume
 40
 http://library.link/vocab/subjectName

 Electromagnetic fields
 Maxwell equations
 Electromagnetic waves
 Label
 Discontinuities in the electromagnetic field, M. Mithat Idemen, (electronic resource)
 Bibliography note
 Includes bibliographical references and index
 Color
 multicolored
 Contents
 Machine generated contents note : Preface  ch. 1. Introduction  ch. 2. Distributions and derivatives in the sense of distribution: 2.1 Functions and distributions ; 2.2 Test functions : the space C ; 2.3 Convergence in D ; 2.4 Distributions ; 2.5 Some simple operations in D ; 2.6 Order of a distribution ; 2.7 The support of a distribution ; 2.8 Some generalizations  ch. 3. Maxwell equations in the sense of distribution: 3.1 Maxwell equations reduced into the vacuum ; 3.2 Universal boundary conditions and compatibility relations ; 3.3 The concept of material sheet ; 3.4 The case of monochromatic fields ; ch. 4. Boundary conditions on material sheets at rest: 4.1 Universal boundary conditions and compatibility relations for a fixed material sheet ; 4.2 Some general results ; 4.3 Some particular cases  ch. 5. Discontinuities on a moving sheet: 5.1 Special theory of relativity ; 5.2 Discontinuities on a uniformly moving surface ; 5.3 Discontinuities on a nonuniformly moving sheet  ch. 6. Edge singularities on material wedges bounded by plane boundaries: 6.1 Introduction ; 6.2 Singularities at the edges of material wedges ; 6.3 The wedge with penetrable boundaries ; 6.4 The wedge with impenetrable boundaries ; 6.5 Examples : application to halfplanes ; 6.6 Edge conditions for the induced surface currents  ch. 7. Tip singularities at the apex of a material cone: 7.1 Introduction ; 7.2 Algebraic singularities of an Htype field ; 7.3 Algebraic singularities of an Etype field ; 7.4 The case of impenetrable cones ; 7.5 Confluence and logarithmic singularities ; 7.6 Application to some widely used actual boundary conditions ; 7.7 Numerical solutions of the transcendental equations satisfied by the minimal index  ch. 8. Temporal discontinuities: 8.1 Universal initial conditions ; 8.2 Linear mediums in the generalized sense ; 8.3 An illustrative example  References  Index
 Control code
 ebr10484699
 Dimensions
 unknown
 Extent
 xii, 224 p.
 Form of item
 electronic
 Other physical details
 ill.
 Reproduction note
 Electronic reproduction.
 Specific material designation
 remote
 System control number
 (OCoLC)747412488
 Label
 Discontinuities in the electromagnetic field, M. Mithat Idemen, (electronic resource)
 Bibliography note
 Includes bibliographical references and index
 Color
 multicolored
 Contents
 Machine generated contents note : Preface  ch. 1. Introduction  ch. 2. Distributions and derivatives in the sense of distribution: 2.1 Functions and distributions ; 2.2 Test functions : the space C ; 2.3 Convergence in D ; 2.4 Distributions ; 2.5 Some simple operations in D ; 2.6 Order of a distribution ; 2.7 The support of a distribution ; 2.8 Some generalizations  ch. 3. Maxwell equations in the sense of distribution: 3.1 Maxwell equations reduced into the vacuum ; 3.2 Universal boundary conditions and compatibility relations ; 3.3 The concept of material sheet ; 3.4 The case of monochromatic fields ; ch. 4. Boundary conditions on material sheets at rest: 4.1 Universal boundary conditions and compatibility relations for a fixed material sheet ; 4.2 Some general results ; 4.3 Some particular cases  ch. 5. Discontinuities on a moving sheet: 5.1 Special theory of relativity ; 5.2 Discontinuities on a uniformly moving surface ; 5.3 Discontinuities on a nonuniformly moving sheet  ch. 6. Edge singularities on material wedges bounded by plane boundaries: 6.1 Introduction ; 6.2 Singularities at the edges of material wedges ; 6.3 The wedge with penetrable boundaries ; 6.4 The wedge with impenetrable boundaries ; 6.5 Examples : application to halfplanes ; 6.6 Edge conditions for the induced surface currents  ch. 7. Tip singularities at the apex of a material cone: 7.1 Introduction ; 7.2 Algebraic singularities of an Htype field ; 7.3 Algebraic singularities of an Etype field ; 7.4 The case of impenetrable cones ; 7.5 Confluence and logarithmic singularities ; 7.6 Application to some widely used actual boundary conditions ; 7.7 Numerical solutions of the transcendental equations satisfied by the minimal index  ch. 8. Temporal discontinuities: 8.1 Universal initial conditions ; 8.2 Linear mediums in the generalized sense ; 8.3 An illustrative example  References  Index
 Control code
 ebr10484699
 Dimensions
 unknown
 Extent
 xii, 224 p.
 Form of item
 electronic
 Other physical details
 ill.
 Reproduction note
 Electronic reproduction.
 Specific material designation
 remote
 System control number
 (OCoLC)747412488
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