Publikationer
Wave splitting and imbedding equations for a spherically symmetric dispersive medium
Redaktör:
- J. P. Corones
- Gerhard Kristensson (Professor)
- P. Nelson
- D. L. Seth
Avdelning/ar:
Publiceringsår: 1992
Språk: Engelska
Sidor: 103-113
Publikation/Tidskrift/Serie: Invariant inbedding and inverse problems
Dokumenttyp: Del av eller Kapitel i bok
Förlag: SIAM
Sammanfattning
The direct problem of time dependent electromagnetic scattering in the dispersive
sphere is solved by a wave splitting technique. The electric field is
expanded in a series involving vector spherical harmonics, leading to a system
of wave equations for each term. These systems are reduced to scalar
wave equations for each term, which are solved via reflection operators. Some
preliminary numerical results are presented.
sphere is solved by a wave splitting technique. The electric field is
expanded in a series involving vector spherical harmonics, leading to a system
of wave equations for each term. These systems are reduced to scalar
wave equations for each term, which are solved via reflection operators. Some
preliminary numerical results are presented.
Disputation
Nyckelord
- Technology and Engineering
Övrigt
Published
- ISBN: 0-89871-305-6
