General theory of the Purcell-Pennypacker scattering approach and its extension to bianisotropic scatterers

Akhlesh Lakhtakia

doi:10.1086/171600

General theory of the Purcell-Pennypacker scattering approach and its extension to bianisotropic scatterers

Akhlesh Lakhtakia

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Abstract

Coupled volume integral equations and the long-wavelength approximation have been used to generalize the Purcell-Pennypacker technique (PPT) and the method of moments (MOM) for inhomogeneous bianisotropic scatterers. The interrelationship between the generalized PPT and the MOM has been established. The dyadic functions employed throughout can be easily interpreted in terms of matrices or as Cartesian tensors of the second rank.

Original language	English (US)
Pages (from-to)	494-499
Number of pages	6
Journal	Astrophysical Journal
Volume	394
Issue number	2
DOIs	https://doi.org/10.1086/171600
State	Published - 1992

All Science Journal Classification (ASJC) codes

Astronomy and Astrophysics
Space and Planetary Science

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10.1086/171600

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title = "General theory of the Purcell-Pennypacker scattering approach and its extension to bianisotropic scatterers",

abstract = "Coupled volume integral equations and the long-wavelength approximation have been used to generalize the Purcell-Pennypacker technique (PPT) and the method of moments (MOM) for inhomogeneous bianisotropic scatterers. The interrelationship between the generalized PPT and the MOM has been established. The dyadic functions employed throughout can be easily interpreted in terms of matrices or as Cartesian tensors of the second rank.",

author = "Akhlesh Lakhtakia",

year = "1992",

doi = "10.1086/171600",

language = "English (US)",

volume = "394",

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journal = "Astrophysical Journal",

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publisher = "American Astronomical Society",

number = "2",

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N2 - Coupled volume integral equations and the long-wavelength approximation have been used to generalize the Purcell-Pennypacker technique (PPT) and the method of moments (MOM) for inhomogeneous bianisotropic scatterers. The interrelationship between the generalized PPT and the MOM has been established. The dyadic functions employed throughout can be easily interpreted in terms of matrices or as Cartesian tensors of the second rank.

AB - Coupled volume integral equations and the long-wavelength approximation have been used to generalize the Purcell-Pennypacker technique (PPT) and the method of moments (MOM) for inhomogeneous bianisotropic scatterers. The interrelationship between the generalized PPT and the MOM has been established. The dyadic functions employed throughout can be easily interpreted in terms of matrices or as Cartesian tensors of the second rank.

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DO - 10.1086/171600

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AN - SCOPUS:0141647494

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General theory of the Purcell-Pennypacker scattering approach and its extension to bianisotropic scatterers

Abstract

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