Electromagnetic Theory

Par : Julius Adams Stratton
  • Paiement en ligne :
    • Livraison à domicile ou en point Mondial Relay indisponible
    • Retrait Click and Collect en magasin gratuit
  • Nombre de pages615
  • PrésentationRelié
  • FormatGrand Format
  • Poids1.125 kg
  • Dimensions16,0 cm × 24,0 cm × 3,9 cm
  • ISBN978-0-470-13153-4
  • EAN9780470131534
  • Date de parution01/03/2011
  • CollectionElectromagnetic Wave Theory
  • ÉditeurIEEE Press
  • PréfacierDonald G. Dudley

Résumé

First published in 1941, Julius Stratton's classic Electromagnetic Theory has been a mainstay for generations of students, researchers, and scientists. This classic reissue of the original features a Foreword to the Classic Reissue by Dr. Donald G. Dudley that details the book's contribution to the field and an introductory biography by Dr. Paul E. Gray, former MIT President and colleague of Dr. Stratton.
This respected and frequently cited text remains as useful and relevant as ever, with areas of particular interest to today's students and researchers that include : The discussion of Hansen vector wave functions ; The outstanding treatment of phase and group velocity ; The Stratton-Chu formulation for integration of the vector Helmholtz equations ; The development of the source-free solutions for a circular cylinder in a lossy medium ; The treatment of spherical vector wave expansions.
First published in 1941, Julius Stratton's classic Electromagnetic Theory has been a mainstay for generations of students, researchers, and scientists. This classic reissue of the original features a Foreword to the Classic Reissue by Dr. Donald G. Dudley that details the book's contribution to the field and an introductory biography by Dr. Paul E. Gray, former MIT President and colleague of Dr. Stratton.
This respected and frequently cited text remains as useful and relevant as ever, with areas of particular interest to today's students and researchers that include : The discussion of Hansen vector wave functions ; The outstanding treatment of phase and group velocity ; The Stratton-Chu formulation for integration of the vector Helmholtz equations ; The development of the source-free solutions for a circular cylinder in a lossy medium ; The treatment of spherical vector wave expansions.