option for electric model More...
#include <cs_elec_model.h>
Data Fields | |
| int | ixkabe |
| int | ntdcla |
| int | irestrike |
| cs_real_t | restrike_point [3] |
| cs_real_t | crit_reca [5] |
| int | ielcor |
| int | modrec |
| int | idreca |
| int * | izreca |
| cs_real_t | couimp |
| cs_real_t | pot_diff |
| cs_real_t | puisim |
| cs_real_t | coejou |
| cs_real_t | elcou |
| cs_real_t | srrom |
option for electric model
| cs_real_t coejou |
scaling coefficient
coefficient for scaling
| cs_real_t couimp |
Imposed current.
With the electric arcs module, couimp is the target current intensity ( 
The target intensity will be reached if the boundary conditions are expressed using the variable pot_diff or if the initial boundary conditions are multiplied by the variable coejou.
Useful with the electric arcs module if ielcor = 1.
| cs_real_t crit_reca[5] |
Defines plane coordinates component used to calculate current in a plane.
Useful if modrec = 2.
| cs_real_t elcou |
electrical current
current in scaling plane
| int idreca |
Defines the current density component used to calculate current in a plane.
Useful if modrec = 2.
| int ielcor |
0 : electric arc scaling desactivate 1 : electric arc scaling activate
Indicate if scaling or not.
When ielcor = 1, the boundary conditions for the potential will be tuned at each time step in order to reach a user-specified target dissipated power puisim (Joule effect) or a user-specified target current intensity couimp (electric arcs).
The boundary condition tuning is controlled by subroutines elreca or Scaling parameters definition for electric model (cs_user_electric_scaling.cpp).
| int irestrike |
Indicate if restrike or not
| int ixkabe |
Model for radiative properties
| int* izreca |
Indicator for faces for scaling
| int modrec |
Model for scaling
| int ntdcla |
First iteration to take into account restrike model
| cs_real_t pot_diff |
potential between electrodes
Potential difference.
pot_diff is the potential difference ( 
Useful if ielcor = 1.
| cs_real_t puisim |
Imposed power.
With the Joule effect module, puisim is the target dissipated power ($W$) for the calculations with boundary condition tuning for the potential.
The target power will be reached if the boundary conditions are expressed using the variable pot_diff or if the initial boundary conditions are multiplied by the variable coejou . Useful with the Joule effect module if ielcor = 1.
| cs_real_t restrike_point[3] |
Coordinates for restrike point
| cs_real_t srrom |
Sub-relaxation coefficient for the density, following the formula: 