Class Radiation
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class Radiation
Public Types
Public Functions
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Radiation(amrex::Amr *Parent, class Castro *castro, int restart = 0)
- Parameters:
Parent –
castro –
restart –
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void regrid(int level, const amrex::BoxArray &grids, const amrex::DistributionMapping &dmap)
- Parameters:
level –
grids –
dmap –
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void close(int level)
- Parameters:
level –
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void restart(int level, const amrex::BoxArray &grids, const amrex::DistributionMapping &dmap, const std::string &dir, std::istream &is)
- Parameters:
level –
grids –
dmap –
dir –
is –
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void checkPoint(int level, const std::string &dir, std::ostream &os, amrex::VisMF::How how)
- Parameters:
level –
dir –
os –
how –
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void set_current_group(int igroup)
access to group information
- Parameters:
igroup –
- inline nodiscard amrex::Real deltaEnergyTol () const
- inline nodiscard amrex::Real deltaTTol () const
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inline amrex::FluxRegister *consRegister(int level)
access to conservation flux register for energy diagnostics
- Parameters:
level –
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void post_init(int level)
- Parameters:
level –
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void pre_timestep(int level)
- Parameters:
level –
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void init_flux(int level, int ncycle)
- Parameters:
level –
ncycle –
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void deferred_sync_setup(int level)
- Parameters:
level –
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void single_group_update(int level, int iteration, int ncycle)
- Parameters:
level –
iteration –
ncycle –
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void MGFLD_implicit_update(int level, int iteration, int ncycle)
- Parameters:
level –
iteration –
ncycle –
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void write_groups(ostream &os)
- Parameters:
os –
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void reflux(int level)
- Parameters:
level –
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void compute_limiter(int level, const amrex::BoxArray &grids, const amrex::MultiFab &Sborder, const amrex::MultiFab &Erborder, amrex::MultiFab &lamborder)
- Parameters:
level –
grids –
&Sborder –
&Erborder –
&lamborder –
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void estimate_gamrPr(const amrex::FArrayBox &state, const amrex::FArrayBox &Er, amrex::FArrayBox &gPr, const amrex::Real *dx, const amrex::Box &box)
- Parameters:
state –
Er –
gPr –
dx –
box –
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void compute_exchange(amrex::MultiFab &exch, amrex::MultiFab &Er, amrex::MultiFab &fkp, int igroup = -1)
- Parameters:
exch –
Er –
fkp –
igroup –
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void compute_eta(amrex::MultiFab &eta, amrex::MultiFab &etainv, amrex::MultiFab &state, amrex::MultiFab &temp, amrex::MultiFab &fkp, amrex::MultiFab &Er, amrex::Real delta_t, amrex::Real c, amrex::Real underrel, int lag_planck, int igroup = 0)
- Parameters:
eta –
etainv –
state –
temp –
fkp –
Er –
delta_t –
c –
underrel –
lag_planck –
igroup –
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void internal_energy_update(amrex::Real &relative, amrex::Real &absolute, amrex::MultiFab &frhoes, amrex::MultiFab &frhoem, amrex::MultiFab &eta, amrex::MultiFab &etainv, amrex::MultiFab &dflux_old, amrex::MultiFab &dflux_new, amrex::MultiFab &exchange, amrex::Real delta_t)
- Parameters:
relative –
absolute –
frhoes –
frhoem –
eta –
etainv –
dflux_old –
dflux_new –
exchange –
delta_t –
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void internal_energy_update(amrex::Real &relative, amrex::Real &absolute, amrex::MultiFab &frhoes, amrex::MultiFab &frhoem, amrex::MultiFab &eta, amrex::MultiFab &etainv, amrex::MultiFab &dflux_old, amrex::MultiFab &dflux_new, amrex::MultiFab &exchange, amrex::MultiFab &Dterm, amrex::Real delta_t)
- Parameters:
relative –
absolute –
frhoes –
frhoem –
eta –
etainv –
dflux_old –
dflux_new –
exchange –
Dterm –
delta_t –
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void nonconservative_energy_update(amrex::Real &relative, amrex::Real &absolute, amrex::MultiFab &frhoes, amrex::MultiFab &frhoem, amrex::MultiFab &eta, amrex::MultiFab &etainv, amrex::MultiFab &Er_new, amrex::MultiFab &dflux_old, amrex::MultiFab &dflux_new, amrex::MultiFab &temp, amrex::MultiFab &fkp, amrex::MultiFab &state, amrex::Real delta_t)
- Parameters:
relative –
absolute –
frhoes –
frhoem –
eta –
etainv –
Er_new –
dflux_old –
dflux_new –
temp –
fkp –
state –
delta_t –
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void getBndryData(RadBndry &bd, amrex::MultiFab &Er, amrex::Real time, int level)
- Parameters:
bd –
Er –
time –
level –
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void getBndryDataMG(MGRadBndry &mgbd, amrex::MultiFab &Er, amrex::Real time, int level)
multigroup version
- Parameters:
mgbd –
Er –
time –
level –
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void getBndryDataMG_ga(MGRadBndry &mgbd, amrex::MultiFab &Er, int level)
- Parameters:
mgbd –
Er –
level –
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void filBndry(amrex::BndryRegister &bdry, int level, amrex::Real time)
- Parameters:
bdry –
level –
time –
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void scaledGradient(int level, amrex::Array<amrex::MultiFab, AMREX_SPACEDIM> &R, amrex::MultiFab &kappa_r, int kcomp, amrex::MultiFab &Er, int igroup, int nGrow_Er = 0, int Rcomp = 0)
Computes the scaled gradient for use in flux limiters & Eddington factors
- Parameters:
level –
amrex::Array<amrex::MultiFab –
R –
kappa_r –
kcomp –
Er –
igroup –
nGrow_Er –
Rcomp –
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void fluxLimiter(int level, amrex::Array<amrex::MultiFab, AMREX_SPACEDIM> &lambda, int lamcomp = 0)
On input, lambda should contain scaled gradient. On output this will be overwritten with the flux limiter.
- Parameters:
level –
amrex::Array<amrex::MultiFab –
lambda –
lamcomp –
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void get_c_v(amrex::FArrayBox &c_v, amrex::FArrayBox &temp, amrex::FArrayBox &state, const amrex::Box ®)
Fab versions of conversion functions.
- Parameters:
c_v –
temp –
state –
reg –
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void get_frhoe(amrex::MultiFab &frhoe, amrex::MultiFab &state)
MultiFab versions of conversion functions call Fab versions for eos data
- Parameters:
frhoe –
state –
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void get_planck_and_temp(amrex::MultiFab &fkp, amrex::MultiFab &temp, amrex::MultiFab &state, int igroup = 0, amrex::Real delta_t = 0.0)
Planck mean is only needed in the grid interiors, but must be computed separately for each fluid (fkp.nVar() == N fluids). temp contains frhoe on input
- Parameters:
fkp –
temp –
state –
igroup –
delta_t –
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void get_rosseland(amrex::MultiFab &kappa_r, amrex::AmrLevel *hclaw, int igroup = 0)
Rosseland mean is needed on an extended region (nGrow == 1). Fills patches with state information on extended region
- Parameters:
kappa_r –
hclaw –
igroup –
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void update_rosseland_from_temp(amrex::MultiFab &kappa_r, amrex::MultiFab &temp, amrex::MultiFab &state, const amrex::Geometry &geom, int igroup = 0)
For the interior opacities, temperature is assumed to be known (input)
Updates Rosseland mean in interior of level, leaves ghost values at physical or coarse-fine interfaces untouched
- Parameters:
kappa_r –
temp –
state –
geom –
igroup –
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void get_rosseland_v_dcf(amrex::MultiFab &kappa_r, amrex::MultiFab &v, amrex::MultiFab &dcf, amrex::Real delta_t, amrex::Real c, amrex::AmrLevel *hclaw, int igroup = 0)
RadHydro
- Parameters:
kappa_r –
v –
dcf –
delta_t –
c –
hclaw –
igroup –
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void get_groups(int verbose)
multigroup methods
- Parameters:
verbose –
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void SGFLD_compute_rosseland(amrex::MultiFab &kappa_r, const amrex::MultiFab &state)
- Parameters:
kappa_r –
state –
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void SGFLD_compute_rosseland(amrex::FArrayBox &kappa_r, const amrex::FArrayBox &state)
- Parameters:
kappa_r –
state –
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void update_dcf(amrex::MultiFab &dcf, amrex::MultiFab &etainv, amrex::MultiFab &kp, amrex::MultiFab &kr, const amrex::Geometry &geom)
- Parameters:
dcf –
etainv –
kp –
kr –
geom –
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void check_convergence_er(amrex::Real &relative_in, amrex::Real &absolute_in, amrex::Real &error_er, const amrex::MultiFab &Er_new, const amrex::MultiFab &Er_pi, const amrex::MultiFab &kappa_p, const amrex::MultiFab &etaTz, const amrex::MultiFab &temp_new, amrex::Real delta_t)
</ Shestakov-Bolstad>
- Parameters:
relative_in –
absolute_in –
error_er –
Er_new –
Er_pi –
kappa_p –
etaTz –
temp_new –
delta_t –
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void check_convergence_matt(const amrex::MultiFab &rhoe_new, const amrex::MultiFab &rhoe_star, const amrex::MultiFab &rhoe_step, const amrex::MultiFab &Er_new, const amrex::MultiFab &temp_new, const amrex::MultiFab &temp_star, const amrex::MultiFab &rho, const amrex::MultiFab &kappa_p, const amrex::MultiFab &jg, const amrex::MultiFab &dedT, amrex::Real &rel_rhoe, amrex::Real &abs_rhoe, amrex::Real &rel_FT, amrex::Real &abs_FT, amrex::Real &rel_T, amrex::Real &abs_T, amrex::Real delta_t)
- Parameters:
rhoe_new –
rhoe_star –
rhoe_step –
Er_new –
temp_new –
temp_star –
rho –
kappa_p –
jg –
dedT –
rel_rhoe –
abs_rhoe –
rel_FT –
abs_FT –
rel_T –
abs_T –
delta_t –
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void compute_coupling(amrex::MultiFab &coupT, const amrex::MultiFab &kappa_p, const amrex::MultiFab &Er_pi, const amrex::MultiFab &jg)
- Parameters:
coupT –
kappa_p –
Er_pi –
jg –
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void compute_etat(amrex::MultiFab &etaT, amrex::MultiFab &etaTz, amrex::MultiFab &eta1, amrex::MultiFab &djdT, const amrex::MultiFab &dkdT, const amrex::MultiFab &dedT, const amrex::MultiFab &Er_star, const amrex::MultiFab &rho, amrex::Real delta_t, amrex::Real ptc_tau)
- Parameters:
etaT –
etaTz –
eta1 –
djdT –
dkdT –
dedT –
Er_star –
rho –
delta_t –
ptc_tau –
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void eos_opacity_emissivity(const amrex::MultiFab &S_new, const amrex::MultiFab &temp_new, const amrex::MultiFab &temp_star, amrex::MultiFab &kappa_p, amrex::MultiFab &kappa_r, amrex::MultiFab &jg, amrex::MultiFab &djdT, amrex::MultiFab &dkdT, amrex::MultiFab &dedT, int level, int it, int ngrow)
- Parameters:
S_new –
temp_new –
temp_star –
kappa_p –
kappa_r –
jg –
djdT –
dkdT –
dedT –
level –
it –
ngrow –
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void gray_accel(amrex::MultiFab &Er_new, amrex::MultiFab &Er_pi, amrex::MultiFab &kappa_p, amrex::MultiFab &kappa_r, amrex::MultiFab &etaT, amrex::MultiFab &eta1, amrex::MultiFab &mugT, amrex::Array<amrex::MultiFab, AMREX_SPACEDIM> &lambda, RadSolve *solver, MGRadBndry &mgbd, const amrex::BoxArray &grids, int level, amrex::Real time, amrex::Real delta_t, amrex::Real ptc_tau)
- Parameters:
Er_new –
Er_pi –
kappa_p –
kappa_r –
etaT –
eta1 –
mugT –
lambda –
solver –
mgbd –
grids –
level –
time –
delta_t –
ptc_tau –
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void local_accel(amrex::MultiFab &Er_new, const amrex::MultiFab &Er_pi, const amrex::MultiFab &kappa_p, const amrex::MultiFab &etaT, const amrex::MultiFab &mugT, amrex::Real delta_t, amrex::Real ptc_tau)
- Parameters:
Er_new –
Er_pi –
kappa_p –
etaT –
mugT –
delta_t –
ptc_tau –
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void state_energy_update(amrex::MultiFab &state, const amrex::MultiFab &rhoe, const amrex::MultiFab &temp, const amrex::BoxArray &grids, amrex::Real &derat, amrex::Real &dT, int level)
- Parameters:
state –
rhoe –
temp –
grids –
derat –
dT –
level –
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void update_matter(amrex::MultiFab &rhoe_new, amrex::MultiFab &temp_new, const amrex::MultiFab &Er_new, const amrex::MultiFab &Er_pi, const amrex::MultiFab &rhoe_star, const amrex::MultiFab &rhoe_step, const amrex::MultiFab &etaT, const amrex::MultiFab &etaTz, const amrex::MultiFab &eta1, const amrex::MultiFab &coupT, const amrex::MultiFab &kappa_p, const amrex::MultiFab &jg, const amrex::MultiFab &mugT, const amrex::MultiFab &S_new, int level, amrex::Real delta_t, amrex::Real ptc_tau, int it, bool conservative_update)
- Parameters:
rhoe_new –
temp_new –
Er_new –
Er_pi –
rhoe_star –
rhoe_step –
etaT –
etaTz –
eta1 –
coupT –
kappa_p –
jg –
mugT –
S_new –
level –
delta_t –
ptc_tau –
it –
conservative_update –
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void bisect_matter(amrex::MultiFab &rhoe_new, amrex::MultiFab &temp_new, const amrex::MultiFab &rhoe_star, const amrex::MultiFab &temp_star, const amrex::MultiFab &S_new, const amrex::BoxArray &grids, int level)
- Parameters:
rhoe_new –
temp_new –
rhoe_star –
temp_star –
S_new –
grids –
level –
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void MGFLD_compute_rosseland(amrex::MultiFab &kappa_r, const amrex::MultiFab &state)
for the hyperbolic solver
- Parameters:
kappa_r –
state –
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void MGFLD_compute_rosseland(amrex::FArrayBox &kappa_r, const amrex::FArrayBox &state)
- Parameters:
kappa_r –
state –
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void MGFLD_compute_scattering(amrex::FArrayBox &kappa_s, const amrex::FArrayBox &state)
- Parameters:
kappa_s –
state –
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void save_lambda_in_plotvar(int level, const amrex::Array<amrex::MultiFab, AMREX_SPACEDIM> &lambda)
</ MGFLD>
- Parameters:
level –
amrex::Array<amrex::MultiFab –
lambda –
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void save_lab_Er_in_plotvar(int level, const amrex::MultiFab &Snew, const amrex::MultiFab &Ecom, const amrex::MultiFab &F, int iflx)
- Parameters:
level –
Snew –
Ecom –
F –
iflx –
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void save_flux_in_plotvar(int level, const amrex::MultiFab &Snew, const amrex::Array<amrex::MultiFab, AMREX_SPACEDIM> &lambda, const amrex::MultiFab &Er, const amrex::MultiFab &F, int iflx, const amrex::Real lab_factor = 1.0)
- Parameters:
level –
Snew –
amrex::Array<amrex::MultiFab –
lambda –
Er –
F –
iflx –
lab_factor –
Public Members
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int verbose
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int maxiter
iteration limit for implicit update loop
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int miniter
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int convergence_check_type
0 (default): both 2 and 3, 1: rhoe, 2: residue of Eq. rhoe, 3: T
-
int maxInIter
iteration limit for inner iteration of J equation
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int minInIter
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int skipAccelAllowed
Skip acceleration if it doesn’t help.
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int matter_update_type
0: conservative 1: non-conservative 2: C and NC interwoven The last outer iteration is always conservative.
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int n_bisect
Bisection after n_bisect iterations.
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int inner_convergence_check
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int update_planck
after this number of iterations, lag planck
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int update_rosseland
after this number of iterations, lag rosseland
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int update_opacity
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int update_limiter
after this number of iterations, lag limiter
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int inner_update_limiter
This is for MGFLD solver. Stop updating limiter after ? inner iterations 0 means lagging by one outer iteration
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int do_sync
perform sync (if false zero out sync source)
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int do_kappa_stm_emission
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int use_dkdT
<MGFLD>
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int use_WiensLaw
<Shestakov-Bolstad>
Public Static Functions
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static void read_static_params()
Public Static Attributes
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static Solver_Type SolverType
-
static int do_multigroup
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static int nGroups
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static int rad_hydro_combined
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static int Er_Lorentz_term
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static int icomp_lambda
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static int icomp_kp
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static int icomp_kr
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static int icomp_lab_Er
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static int icomp_lab_Fr
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static int icomp_com_Fr
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static int nplotvar
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static int filter_lambda_T
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static int filter_lambda_S
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static int filter_prim_int
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static int filter_prim_T
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static int filter_prim_S
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static int accelerate
controls multigroup convergence acceleration
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static amrex::Real convert_MeV_erg
Physical constants for use in multigroup, made static and public so that other modules such as RadSolve can get to them easily. Values are set in the Radiation constructor.
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static amrex::Real c
Values used internally for speed of light, Stefan-Boltzmann constant, radiation constant. (For contrived test problems, these may differ from the proper physical values, so be careful if you use them!)
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static int current_group_number
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static std::string current_group_name
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static int pure_hydro
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Radiation(amrex::Amr *Parent, class Castro *castro, int restart = 0)