Electromagnetic scattering from a layer of finite length, randomly oriented, dielectric, circular cylinders over a rough interface with application to vegetation
- 1 June 1988
- journal article
- research article
- Published by Taylor & Francis in International Journal of Remote Sensing
- Vol. 9 (6) , 1109-1134
- https://doi.org/10.1080/01431168808954918
Abstract
A scattering model for defoliated vegetation is developed by treating a layer of defoliated vegetation as a collection of randomly oriented dielectric cylinders of finite length over an irregular ground surface. Both polarized and depolarized backscattering are computed and their behaviour versus the volume fraction, the incidence angle, the frequency, the angular distribution and the cylinder size are illustrated. It is found that both the angular distribution and the cylinder size have significant effects on the backscattered signal. The present theory is compared with measurements from defoliated vegetations.Keywords
This publication has 14 references indexed in Scilit:
- Scattering from a random layer embedded with dielectric needlesRemote Sensing of Environment, 1986
- Radar backscattering of forest standsInternational Journal of Remote Sensing, 1985
- Perturbation theory for scattering from dielectric spheroids and short cylindersApplied Optics, 1984
- Scattering from randomly oriented circular discs with application to vegetationRadio Science, 1983
- Vector forward scattering theoremRadio Science, 1982
- PROPAGATION AND SCATTERING IN MULTI-LAYERED RANDOM MEDIA WITH ROUGH INTERFACESElectromagnetics, 1982
- Radiative transfer theory for active remote sensing of a layer of small ellipsoidal scatterersRadio Science, 1981
- Electromagnetic backscattering from a sparse distribution of lossy dielectric scatterersRadio Science, 1981
- Electromagnetic fields of a vertical magnetic dipole above a laterally inhomogeneous thin layer of conductive overburdenPure and Applied Geophysics, 1978
- SCATTERING OF A PLANE WAVE FROM A CIRCULAR DIELECTRIC CYLINDER AT OBLIQUE INCIDENCECanadian Journal of Physics, 1955