Layanan journal yang disediakan oleh Perpustakaan Universitas Gunadarma
| Judul Artikel | : | Mueller Matrix Calculation for a Slab of Random Medium with Both Random Rough Surfaces and Discrete Particles |
|---|---|---|
| Judul Terbitan | : | IEEE Transactions on Antennas And Propagation |
| ISSN | : | 0018-926X |
| Bahasa | : | ENG |
| Tempat Terbit | : | New York |
| Tahun | : | 0000 |
| Volume | : | Vol. 42 Issue 2 0000 |
| Penerbit | : | Electrical and Electricity Engineers |
| Frekuensi Penerbitan | : | 12 x a year |
| Penulis | : | Chi M. Lam, Member, IEEE, and Akira Ishimaru, Fellow, IEEE |
| Abstraksi | : | A model for a slab of random medium containing both random rough surfaces and discrete scatterers is presented in this paper. The refractive indices of the surrounding media are different from the background refractive index of the ran¬dom medium. Kirchhoff rough surface theory is used to derive the transmittivity and reflectivity matrices for the scattering of electromagnetic waves from the rough surfaces. These matrices are used to determine a pair of boundary conditions for the vector radiative transfer equation. The multiple scattering due to the discrete scatterers is computed by solving the radia¬tive transfer equation numerically, including the rough surface scattering effect. Mueller matrices characterizing the random medium are constructed from the scattered Stokes vectors due to four independent polarized incident waves. The Mueller matrices are found to have symmetrical properties, and there are eight nonvanishing matrix elements. |
| Kata Kunci | : | |
| Lokasi | : | p.145 |
| Terakreditasi | : | belum |