ref_meltp.f90 File Reference
Functions/Subroutines | |
| subroutine | ref_meltp (F, fmelt, phw, phs, crefd) |
| Compute the refractive index of a metling particle following the Fabry-Szyrmer (1999) core-shell model 5. The particles use a concentric core and shell with different dielectric properties. The particle core consists of ice inclusions in a liquid water matrix, which together serve as a matrix for air inclusions. The outer shell is modeled as ice inclusions in a water matrix, which together form inclusions in a matrix of air. The effective final dielectric constant is then approx. by the original Maxwell-Garnett theory More... | |
Function/Subroutine Documentation
| subroutine ref_meltp | ( | real, intent(in) | F, |
| real, intent(in) | fmelt, | ||
| real, intent(in) | phw, | ||
| real, intent(in) | phs, | ||
| complex(8), intent(out) | crefd | ||
| ) |
Compute the refractive index of a metling particle following the Fabry-Szyrmer (1999) core-shell model 5. The particles use a concentric core and shell with different dielectric properties. The particle core consists of ice inclusions in a liquid water matrix, which together serve as a matrix for air inclusions. The outer shell is modeled as ice inclusions in a water matrix, which together form inclusions in a matrix of air. The effective final dielectric constant is then approx. by the original Maxwell-Garnett theory
- Parameters
-
F [in] Frequency [GHz] fmelt [in] Melted fraction (0=snow, 1=water) Note that the input value must be >0 and <1, use ref_hydro.f90 otherwise phw [in] Water density [kg/m3] phs [in] Snow density [kg/m3] crefd [out] Complex refractive index of liquid water
- Date
- September 13th, 2016 - Initial version
- From bbmodel.for May 1995 - Frederic Fabry
