tem_miescatter_type Derived Type

type, private :: tem_miescatter_type

Parameters of the solution for Mie-Scatter at dielectric cylinder (infinite height in z direction)


Inherited by

type~~tem_miescatter_type~~InheritedByGraph type~tem_miescatter_type tem_miescatter_type type~tem_miescatter_field_type tem_miescatter_field_type type~tem_miescatter_field_type->type~tem_miescatter_type miescatter type~tem_spacetime_fun_type tem_spacetime_fun_type type~tem_spacetime_fun_type->type~tem_miescatter_field_type mie_fun type~tem_spatial_type tem_spatial_type type~tem_spacetime_fun_type->type~tem_spatial_type spatial type~tem_spatial_type->type~tem_miescatter_field_type mie_fun type~tem_st_fun_listelem_type tem_st_fun_listElem_type type~tem_st_fun_listelem_type->type~tem_spacetime_fun_type val type~tem_st_fun_listelem_type->type~tem_st_fun_listelem_type next type~tem_ini_condition_type tem_ini_condition_type type~tem_ini_condition_type->type~tem_spatial_type ini_state type~tem_variable_type tem_variable_type type~tem_variable_type->type~tem_spacetime_fun_type st_fun type~tem_st_fun_linkedlist_type tem_st_fun_linkedList_type type~tem_st_fun_linkedlist_type->type~tem_st_fun_listelem_type head

Contents


Components

TypeVisibilityAttributesNameInitial
real(kind=rk), private :: center(2) =[0.0_rk, 0.0_rk]

The center of the cylinder (in the x-y plane)

real(kind=rk), private :: radius =1.0_rk

The radius of the cylinder

real(kind=rk), private :: permeability_background =1.0_rk

Permeability (mu) of the background.

real(kind=rk), private :: permitivity_background =1.0_rk

Permitivity (epsilon) of the background.

real(kind=rk), private :: permeability_cylinder =1.0_rk

Permeability (mu) of the cylinder.

real(kind=rk), private :: permitivity_cylinder =1.0_rk

Permitivity (epsilon) of the cylinder.

real(kind=rk), private :: wavenumber_background

Wave number for the background

real(kind=rk), private :: wavenumber_cylinder

Wave number for the cylinder

real(kind=rk), private :: omega =2.0_rk*PI*1.0_rk

Angular frequency ( = 2 * pi * f , where f is the original frequency in Hertz)