Pages that link to "Item:Q2729167"
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The following pages link to Theoretical study of the Kirchhoff integral from a two-dimensional randomly rough surface with shadowing effect: application to the backscattering coefficient for a perfectly-conducting surface (Q2729167):
Displaying 6 items.
- Bistatic scattering coefficient from one- and two-dimensional random surfaces using the stationary phase and scalar approximation with shadowing effect: comparison with experiments and application to the sea surface (Q2729168) (← links)
- Scattering from very rough metallic and dielectric surfaces: a theory based on the modified Kirchhoff approximation (Q3985472) (← links)
- Monostatic and bistatic statistical shadowing functions from a one-dimensional stationary randomly rough surface: II. Multiple scattering (Q4532719) (← links)
- Study on the backscattering enhancement of 2-D sea surface with the stationary phase method (Q5199668) (← links)
- Effective probability density function of rough surface slopes when strong shadowing is present (Q5461736) (← links)
- Multiple scattering in the high-frequency limit with second-order shadowing function from 2D anisotropic rough dielectric surfaces: I. Theoretical study (Q5461792) (← links)
