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Computational electromagnetics : frequency-domain method of moments / edited by Edmund K. Miller, Louis Medgyesi-Mitschang and Edward H. Newman.

Contributor(s): Miller, Edmund K [editor] | Medgyesi-Mitschang, Louis [co-editor] | Newman, Edward H [co-editor]Material type: Text

TextPublication details: New York : IEEE Press, c1992Description: xii, 508 pages : illustrations ; 29 cmISBN: 0879422769Subject(s): ELECTROMAGNETISM -- MATHEMATICAL MODELS | MOMENTS METHOD (STATISTICS) | INTEGRAL EQUATIONS -- NUMERICAL SOLUTIONS | ELECTROMAGNETIC RADIATIONLOC classification: QC 760 .C66 1992

Contents:

Theory; Conducting bodies; Thin wires; Penetrable and/or lossy bodies; Apertures; Hybrid MM/Alternate Green's functions; Numerical methods.

Item type:

Books

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Item type	Current library	Home library	Collection	Shelving location	Call number	Copy number	Status	Date due	Barcode
Books	LRC - Main	National University - Manila	Electronics and Communications Engineering	General Circulation	GC QC 760 .C66 1992 (Browse shelf (Opens below))	c.1	Available		NULIB000016683

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Previous	GC QC 665.E4 .R36 1994 c.2 Fields and waves in communication electronics /	GC QC 670 .H39 1989 Engineering electromagnetics /	GC QC 670 .H39 2006 Engineering electromagnetics /	GC QC 760 .C66 1992 Computational electromagnetics : frequency-domain method of moments /	GC QC 760 .E36 1993 Schaum's outline of theory and problems of electromagnetics /	GC QC 760 .N34 2019 Electromagnetics /	GC QC 760 .S23 2000 Numerical techniques in electromagnetics /	Next

"A selected reprint volume."
"IEEE Antennas and Propagation Society, sponsor [for publication of this monograph]."
Reprints of periodical articles originally published from 1949 through 1990.
" ... Louis Medgyesi-Mitschang for translating the article by [A.W.] Maue, 'Toward formulation of a general diffraction problem via an integral equation, ' which originally appeared in German."--Preface, p. xii.

Includes bibliographical references (pages 464-498) and indexes.

Theory; Conducting bodies; Thin wires; Penetrable and/or lossy bodies; Apertures; Hybrid MM/Alternate Green's functions; Numerical methods.

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